z = 37 - 62

IX

Introduction

This volume contains experimental information about the properties of excited states of atomicnuclei with Z ranging from 37 to 62. Chapter 4 includes spectroscopic data for nuclides of 37Rb,38Sr, 39Y, 40Zr, 41Nb, 42Mo, 43Tc, 44Ru, 45Rh, 46Pd, 47Ag, 48Cd, and 49In and Chapter 5 includesspectroscopic data for nuclides of 50Sn, 51Sb, 52Te, 53I, 54Xe, 55Cs, 56Ba, 57La, 58Ce, 59Pr, 60Nd,61Pm, and 62Sm.

This is the region of the so-called middle-heavy nuclei. At the lower boundary it containsnuclides with the magic number of neutrons N = 50 and/or ”quasi-magic” number of protonsZ = 40. At the center one can find a long chain of stable or long-living isotopes of Sn with magicproton number Z = 50. At the higher boundary properties of the nuclei are strongly influencedby the vicinity of the next neutron magic number N = 82. That is why this region contains manystable or long-living nuclides. Many of them which are near the beta-stability line have a sphericallysymmetrical shape in their ground state and low-energy excited states. This is especially true forthe nuclides with a magic number of protons or neutrons. At higher excitation energies the shapeof a nucleus can differ from that at lower energies. The shape coexistence effect is established inmany nuclei in the region. Moreover, a new generation of γ-ray detectors produces a wealth ofdata about superdeformed bands at high excitation energies. The superdeformed bands have beenfound in nuclei from three distinct regions near A = 80, 130 and 150. At the very end of the regionone can find nuclei with obvious fingerprints of a rotational motion in the low-lying part of theirspectra. They are of ellipsoidal shape in their ground states.

A short review of the modern theoretical approaches in nuclear structure physics is given in theChapter 1. We only mention here as the most fundamental methods at the moment the Hartree-Fock and the Hartree-Fock-Bogoliubov methods, which are applied to analyze the properties ofground states as well as excited states. Sometimes the shell model is also used to this aim. Less fun-damental but more widely applied are microscopic nuclear structure models like the quasiparticle- phonon nuclear model and a theory of finite Fermi-systems. They are successful in the expla-nation of the properties of semi-magic and neighboring nuclei. The interacting boson model andits numerous modifications that belong to a class of so-called ”algebraic” approaches are the mosteffective in describing the properties of low-lying collective states in transitional (or soft) nuclei.To treat odd-mass or odd-odd nuclei models considering them as systems of one or two nucleonscoupled with an even-even core are applied. To understand the spectroscopy of deformed nucleithe cranked Hartree - Fock - Bogoliubov method or the ”deformed” version of the quasiparticle -phonon model combined with a phenomenological description of nuclear rotation is used.

General characteristics of the selected data

The objective of this review is to present well-established spectroscopic information about thenuclei in question (37 ≤ Z ≤ 62). The available experimental data on the level properties are vast.Here we present data only about those excited levels for which the major characteristics - energy,

Landolt-BornsteinNew Series I/18B

X Introduction

spin and parity - are determined unambiguously. The data have basically been derived from the“Nuclear Data Sheets” journal and “Evaluated Nuclear Structure Data Files”.

The number of unambiguously determined levels in a nucleus varies from one or two to severaldozens and sometimes more than one hundred. Due to limitation in size of this review we havebeen forced to include data only about nuclei with a half-life T1/2 ≥ 10 h in the ground, orisomeric, state for nuclei of the region 37 ≤ Z ≤ 49, and T1/2 ≥ 2 d for nuclei of the region50 ≤ Z ≤ 62. Moreover, information about nuclei where only one excited level has been determinedunambiguously is omitted.

For each nucleus a level- and gamma-transition scheme, and a table are presented. The schemesand tables are ordered by atomic number (Z) and subordered by mass number (A). The tablecontains the most important quantitative information on the level properties. The level schemegives mainly a general impression about the character of the nuclear spectrum and the electro-magnetic transitions between the levels. As a rule only those levels are depicted in the schemeof which decays by electromagnetic transitions have been experimentally observed. In this senseinformation in the table is more complete than in the figure. In a few exceptional cases (e.g., in112Cd or 143Nd) in which the number of well-established levels exceeds ≈ 70 and it is not possibleto present all of them in a figure for technical reasons, the higher-lying part of the spectrum is notdepicted in the level scheme.

Both in the figures and tables each nuclear level is specified by the total angular momentumJ , parity π, and order index n = 1, 2, ..., which indicates whether a state with quantum numbersJπ is the first, second, etc., in the presented level scheme. In deformed nuclei the total angularmomentum is designated as I in accordance with the prescriptions in the following chapters mainlydealing with deformed nuclei.

Description of the level schemes

Energy levels are depicted by horizontal lines, bold-typed lines corresponding to the ground state.On the right-hand side of the lines the level energies are marked, while the quantum numbers Jπ

n

(Iπn in deformed nuclei) are shown on the left-hand side. Vertical lines depict γ-transitions from

an initial (upper) level to a final (lower) level. At the final level the line of transition has an arrow.The transition from a given level with the largest intensity is plotted by a thick line. It is pertinentto note that transitions of E0 type are also depicted in the schemes between levels with Jπ = 0+, inwhich no electromagnetic radiation is emitted, but the level discharge is accomplished by means ofconversion electron release. Only those transitions are shown in the schemes for which conversionelectrons have been experimentally observed.

In deformed nuclei in addition to the ”complete” level scheme we present a figure with well-established rotational bands and intra-band γ-transitions. Here each level is characterized except Iand π by a quantum number K which is the projection of the total momentum I onto the nuclearsymmetry axis. The sub-index n again discriminates states with the same Kπ in accordancewith increasing excitation energies. The ground state band of an even-even nucleus is denoted byIπK = 0+0gsb, 2+0gsb, 4+0gsb, etc. Excited states of a rotational band built on a lowest intrinsicstate with given Kπ are denoted by IπK1, on the next state with the same Kπ – IπK2, etc.

At the bottom of the figure values of neutron, Sn, and proton, Sp, separation energies and massexcess ∆ for the ground state of the nucleus are provided in keV.


Introduction XI

Description of the tables

As a rule here we follow the notation of the “Nuclear Data Sheets” and “Evaluated NuclearStructure Data Files”.

The levels are listed in the order of increasing energy. The rows contain experimental data onproperties of the ground state and excited states. The data include:

• Total angular momentum J (I in deformed nuclei) in units of h and parity π of the state.

• Level energy E, in units of keV, is expressed in rounded numbers. Tenths of keV are givenonly if necessary, e.g., to distinguish between two levels of the same energy if expressed inround numbers of keV.

• Level half-life T1/2 in conventional units: y = year, ky = 103y, My = 106y, Gy = 109y,Ty = 1012y, Py = 1015y, Ey = 1018y, Zy = 1021y, Yy = 1024y, d = day, h = hour, m = minute,s = second, ms = 10−3s, µs = 10−6s, ns = 10−9s, ps = 10−12s, fs = 10−15s.

• Reduced γ-transitions probabilities B(Eλ → Jπf ) or B(Mλ → Jπ

f ) from the given level to theJπ

f level, in Weiskopf‘s units:

B(Eλ)W.u. =14π

(3

λ+ 3

)2

(1.2 · A1/3)2λ e2 fm2λ ,

B(Mλ)W.u. =10π

(3

λ+ 3

)2

(1.2 · A1/3)2λ−2 µ2n fm

2λ−2 .

For γ-transitions of mixed multipolarities (M1+E2), (E1+M2), etc., the designation, e.g.,B(M1/E2→ Jπ

f ) = a/b, δ = c, means that for the experimentally determined mixing ratio,δ = c, the reduced probability of the M1-transition equals a, and that of the E2-transitionequals b; if for a given transition of mixed multipolarities only δ is measured the followingnotation is used: M1/E2→ Jπ

f : δ = c.

• Probabilities of β∓-, electron capture (EC)-transitions to the level, e.g.,log ft = a (β− from Jπ), where Jπ denotes spin and parity of the mother nucleus level suffer-ing β-decay. The first-forbidden unique transitions are denoted as log ft = a1u (β− from Jπ)and the second-forbidden unique transitions as log ft = a2u (β− from Jπ).

• α-transition hindrance factor, HF = a (α from Jπ).

• Magnetic moment of the state, µ, in units of the nucleon magnetic moment µn.

• Quadrupole moment of the state, Q, in units of barn.

• A list of nuclear reactions in which the level was observed. Conventional designations ofthese reactions are used: (γ,γ′), (n,n’γ), (d,p), (α, xnγ), (HI, xnγ), etc.


Chapter 4

Energy and structure of levels of the isotopes withZ = 37 to Z = 49

V.V. VoronovBogoliubov Laboratory of Theoretical Physics

Joint Institute for Nuclear ResearchDubna, Russia

4–283

37Rb

46[Ref. p. 4–165

5/2−1 0

3/2−1 5

?

9/2+1 42

?

5/2+1 424

?

?

?

Jπn Sn = 10913 keV, Sp = 5741 keV, ∆ = −79072.696 keV E [keV]

Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions

[keV] Refs. [92B3, 97A, 99B]

5/2−1 0 86.2 d log ft = 6.7 (β+ from 7/2+), µ = 1.4249 µn, Q = 0.196 barn,

(6Li,3nγ), (α,p), (p,γ)3/2−

1 5 71.5 ns B(M1→ 5/2−1 ) = 0.200 W.u., (6Li,3nγ), (3He,d), (p,γ)

9/2+1 42 ≥0.3 ms log ft = 6.7 (β+ from 7/2+), (6Li,3nγ), (3He,d), (α,p), (p,γ)

5/2+1 424 74 ps B(E1→ 3/2−

1 ) = 1.4× 10−5 W.u., B(E1→ 5/2−1 ) = 5.0× 10−6 W.u.,

B(E2→ 9/2+1 ) = 31 W.u., log ft = 6.4822 (β+ rom 7/2+),

(6Li,3nγ), (3He,d), (p,γ)1/2+

1 2691 (3He,d)1/2+

2 3059 (3He,d)


http://dx.crossref.org/10.1007/10667066_16



Ref. p. 4–165]84

37Rb

474–3

2−1 0

3−1 248

?

6−1 464

?

?



[keV] Refs. [97T, 97A, 99B]

2−1 0 32.77 d µ = −1.324116 µn, Q = −0.015 barn,

(p,d), (d,α), (α,nγ)3−

1 248 0.31 ns B(E2/M1→ 2−1 ) = 86/ < 0.0005 W.u., (δ > 3),

(p,d), (d,α), (α,nγ)6−

1 464 20.26 m B(M3/E4→ 3−1 ) = 0.00075/73 W.u., (δ = 1.3),

B(E4→ 2−1 ) = 0.146 W.u.,

µ = 0.2129331 µn, Q = 0.57 barn,(p,d), (d,α), (α,nγ)





4–485

37Rb

48[Ref. p. 4–165

5/2−1 0

3/2−1 151

?

1/2−1 281

?

?

9/2+1 514

?

?

3/2−2 732

?

?

?

7/2−1 869

?

?

?

1/2−2 886

?

?

5/2+1 951

?

?

?

3/2−3 1296

?

?

?

1/2−3 1792

?

?



[keV] Refs. [91S1, 97A, 99B]

5/2−1 0 stable log ft = 9.45 (β− from 9/2+), µ = 1.357 µn, Q = −0.23 barn,

(7Li,4nγ), (12C,p2nγ), Coul. ex., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),(d,3He)

3/2−1 151 0.71 ns B(M1/E2→ 5/2−

1 ) = 0.0085/2.33 W.u., (δ = 0.072),log ft = 5.252 (β− from 1/2−), log ft = 4.53 (EC from (1/2)−),(7Li,4nγ), (12C,p2nγ), Coul. ex., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),(d,3He)

1/2−1 281 40 ps B(M1→ 3/2−

1 ) = 0.237 W.u., B(E2→ 5/2−1 ) = 2.14 W.u.,

log ft = 7.404 (β− from 1/2−), log ft = 6.41 (EC from (1/2)−),(7Li,4nγ), (12C,p2nγ), Coul. ex., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),(d,3He)

9/2+1 514 1.015 µs log ft = 9.51 (β− from 9/2+), µ = 6.046 µn,

B(E3→ 3/2−1 ) = 0.0045W.u., (7Li,4nγ), (12C,p2nγ), (3He,d), (n,n′γ),

(n,n′), (t,α), (d,3He)3/2−

2 732 4.4 ps B(M1/E2→ 1/2−1 ) = 0.016/33W.u., (δ = −0.60),

B(M1/E2→ 3/2−1 ) = 0.00016/4.5 W.u., (δ = 0.62),

log ft = 7.11 (β− from 1/2−), Coul. ex., (p,γ), (3He,d), (n,n′γ),(n,n′), (t,α), (d,3He)

7/2−1 869 2.5 ps B(E1→ 9/2+

1 ) = 5.7× 10−5 W.u., B(E2→ 1/2−1 ) = 0.47 W.u.,

B(M1/E2→ 5/2−1 ) = 0.0042/11.8 W.u., (δ = 1.10),

Coul. ex., (p,γ), (n,n′γ), (n,n′)1/2−

2 886 0.78 ps B(E2→ 5/2−1 ) = 2.1 W.u., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),

(d,3He)5/2+

1 951 2.8 ps B(E2→ 9/2+1 ) = 19 W.u., B(E1→ 3/2−

1 ) = 2.3× 10−5 W.u.,B(E1→ 5/2−

1 ) = 1.3×10−5 W.u., (7Li,4nγ), (12C,p2nγ), (p,γ), (p,p′),(3He,d), (n,n′γ), (n,n′)

3/2−3 1296 0.17 ps (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α), (d,3He)

1/2−3 1792 ≤ 0.12 ps (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α), (d,3He)

1/2+1 2801 (3He,d)

1/2+2 2948 (3He,d)

1/2+3 3656 (3He,d)





Ref. p. 4–165]86

37Rb

494–5

2−1 0

1+1 488

?

6−1 556

?

7−1 780

?

3+1 1305

?

?

1+2 2093

1+3 2598

?

Jπn Sn = 8651.0 keV, Sp = 8555.7 keV, ∆ = −82747.319 keV E [keV]


[keV] Refs. [88M1, 97A, 99B]

2−1 0 18.631 d µ = −1.6920 µn, Q = 0.193 barn,

(3He,p), (d,p), (n,γ), (d,t), (d,3He), (d,α), (p,nγ), (7Li,3nγ)1+

1 488 2.4 ps B(E1→ 2−1 ) = 0.0012 W.u.,

(3He,p), (d,p), (n,γ), (d,t), (3He,α), (d,α), (p,nγ)6−

1 556 1.017 m B(E4→ 2−1 ) = 1.455 W.u.,

µ = 1.8150 µn, Q = 0.369 barn,(d,p), (n,γ), (d,t), (3He,α), (d,3He), (d,α), (7Li,3nγ)

7−1 780 (d,p), (n,γ), (d,3He), (d,α), (7Li,3nγ)

3+1 1305 (n,γ), (d,t), (d,α)

1+2 2093 (3He,p) (d,p)

1+3 2598 (3He,p), (n,γ), (d,α)

1+4 2951 (d,α)

1+5 3113 (3He,p)

1+6 3205 (3He,p)

1+7 3319 (3He,p) (d,α)

1+8 4221 (3He,p)





4–687

37Rb

50[Ref. p. 4–165

3/2−1 0

5/2−1 403

?

1/2+1 3060

1/2+2 3834

1/2+3 4941

1/2+4 5196

1/2+5 5634

1/2+6 5750

1/2+7 6018

1/2+8 6176

1/2+9 6468

1/2+10 6548

1/2+11 6838

1/2+12 6989

5/2+1 13968

1/2+13 14490

1/2+14 16040

7/2+1 16512

1/2+15 17193

Jπn Sn = 9920.3 keV, Sp = 8620 keV, ∆ = −82606.221 keV E [keV]


[keV] Refs. [91S2, 97A, 99B]

3/2−1 0 47.5 Gy log ft = 7.81 (β− from 5/2+), log ft = 4.4013 (EC from 1/2−),

µ = 0.127 µn, Q = 2.751818 barn, Coul. ex., (3He,d), (n,n′γ), (d,3He)5/2−

1 403 0.08 ns B(M1/E2→ 3/2−1 ) = 0.004/1.63 W.u., (δ = −0.24),

log ft = 7.47 (β− from 5/2+),Coul. ex., (3He,d), (n,n′γ), (p,p′), (d,3He)

1/2+1 3060 (3He,d), (p,p′)

1/2+2 3834 (3He,d)

1/2+3 4941 (3He,d)

1/2+4 5196 (3He,d)

1/2+5 5634 (3He,d)

1/2+6 5750 (3He,d)

1/2+7 6018 (3He,d)

1/2+8 6176 (3He,d)

1/2+9 6468 (3He,d)

1/2+10 6548 (3He,d)

1/2+11 6838 (3He,d)

1/2+12 6989 (3He,d)

5/2+1 13968 (p,p′)

1/2+13 14490 (p,p′)

1/2+14 16040 (p,p′)

7/2+1 16512 (p,p′)

1/2+15 17193 (p,p′)





Ref. p. 4–165]82

38Sr

444–7

0+1 0

2+1 574

?

2+2 1176

?

?

0+2 1311

?

4+1 1329

?

3+1 1689

?

?

?

2+3 1865

4+2 1996

?

?

?

2+4 2195

6+1 2229

?

3−1 2402

?

?

5+1 2526

?

?

?

0+3 2665

5−1 2817

?

?

4−1 2824

?

?

?

?

6+2 2836

?

?

4−2 3007

?

?

?

?

6−1 3086

?

?

?

8+1 3243

?

6−2 3340

?

?

?

?

7+1 3477

?

7−1 3526

?

?

?

7−2 3566

?

?

?

7−3 3608

?

?

?

?

8+2 3623

?

?

?

8−1 4033

?

?

8−2 4143

?

?

?

?

10+1 4350

?

9−1 4367

?

?

?

9−2 4473

?

?

?

9+1 4493

?

10−1 4909

?

10−2 5237

?

11−1 5308

?

12+1 5427

12+2 5569

?

12−1 5914

?

13−1 6367

?

14+1 6544

?

14−1 7067

?

15−1 7546

?

16+1 7812

?

16−1 8378

?

17−1 8842

?

18+1 9238

?



4–882

38Sr

44[Ref. p. 4–165


[keV] Refs. [95K, 97A, 99B]

0+1 0 25.55 d log ft = 5.11 (β+ from 1+),

(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (3He,n), (p,t)2+

1 574 8.9 ps B(E2→ 0+1 ) = 48.2 W.u., log ft = 5.69 (β+ from 1+),

(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (p,t)2+

2 1176 7.5 ps B(M1/E2→ 2+1 ) = 0.005/ < 50 W.u., (δ = 1.20),

B(E2→ 0+1 ) = 0.15 W.u., log ft = 5.56 (β+ from 1+),

(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (p,t)0+

2 1311 < 3.5 ns log ft = 6.19 (β+ from 1+), (p,t)4+

1 1329 1.0 ps B(E2→ 2+1 ) = 109 W.u.,

(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)3+

1 1689 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)2+

3 1865 (p,t)4+

2 1996 1.3 ps B(M1/E2→ 4+1 ) = 0.019/ < 25 W.u., (δ = 0.30),

B(E2→ 2+2 ) = 34 W.u.,

(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)2+

4 2195 (p,t)6+

1 2229 0.37 ps B(E2→ 4+1 ) = 120 W.u.,

(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)3−

1 2402 (29Si,2pnγ), (16O,2n2pγ), (p,t)5+

1 2526 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)0+

3 2665 (p,t)5−

1 2817 3.0 ps B(E2→ 3−1 ) < 170 W.u., B(E1→ 4+

1 ) = 3.2× 10−5 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (p,t)

4−1 2824 (E1/M2→ 4+

1 :δ = 0.03),(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

6+2 2836 0.6 ps B(M1/E2→ 6+

1 ) = 0.05/ < 28 W.u., (δ = 0.20),B(E2→ 4+

2 ) = 70 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)

4−2 3007 (29Si,2pnγ)

6−1 3086 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

8+1 3243 0.24 ps B(E2→ 6+

1 ) = 100 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)

6−2 3340 (29Si,2pnγ), (α,2nγ)

7+1 3477 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

7−1 3526 (E1/M2→ 6+

1 :δ = 0.5),(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

7−2 3566 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

7−3 3608 B(M1/E2→ 7−

1 :δ = −0.70),(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

8+2 3623 0.7 ps B(E2→ 6+

2 ) = 100 W.u., B(E2→ 6+1 ) = 1.0 W.u.,


1 4033 (29Si,2pnγ)8−

2 4143 (29Si,2pnγ)10+

1 4350 0.14 ps B(E2→ 8+1 ) = 110 W.u.,


1 4367 (29Si,2pnγ), (16O,2n2pγ)9−

2 4473 (29Si,2pnγ)9+

1 4493 (29Si,2pnγ)10−

1 4909 0.36 ps B(E2→ 8−1 ) = 140 W.u.,

(34S,2p2nγ), (29Si,2pnγ)





Ref. p. 4–165]82

38Sr

444–9


[keV] Refs. [95K, 97A, 99B]

10−2 5237 (29Si,2pnγ)

11−1 5308 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

12+1 5427 0.33 ps (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

12+2 5569 0.06 ps B(E2→ 10+

1 ) = 170 W.u.,(34S,2p2nγ), (29Si,2pnγ)

12−1 5914 0.27 ps B(E2→ 10−

1 ) = 100 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

13−1 6367 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

14+1 6544 0.25 ps B(E2→ 12+

1 ) = 60 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)

14−1 7067 0.08 ps B(E2→ 12−

1 ) = 160 W.u.,(34S,2p2nγ), (29Si,2pnγ)

15−1 7546 0.12 ps B(E2→ 13−

1 ) = 100 W.u.,(34S,2p2nγ), (29Si,2pnγ)

16+1 7812 0.09 ps B(E2→ 14+

1 ) = 90 W.u.,(34S,2p2nγ), (29Si,2pnγ)

16−1 8378 0.14 ps B(E2→ 14−

1 ) = 49 W.u.,(34S,2p2nγ), (29Si,2pnγ)

17−1 8842 0.08 ps B(E2→ 15−

1 ) = 90 W.u.,(34S,2p2nγ), (29Si,2pnγ)

18+1 9238 0.05 ps B(E2→ 16+

1 ) = 90 W.u.,(34S,2p2nγ), (29Si,2pnγ)





4–1084

38Sr

46[Ref. p. 4–165

0+1 0

2+1 793

?

0+2 1502

?

4+1 1768

?

0+3 2075

2+2 2390

3−1 2448

?

5−1 2769

?

?

6+1 2808

?

2+3 2888

?

5−2 3042

?

?

3−2 3250

6−1 3279

?

?

8+1 3332

?

7−1 3488

?

?

8+2 3680

?

?

4+2 4064

?

?

?

10+1 4448

?

10+2 4534

?

?

9−1 4636

?

11−1 5445

?

?

12+1 5654

?

?

12+2 5891

?

12−1 6069

?

13−1 6484

?

?

?

14+1 6739

?

14−1 6917

?

16+1 8006

?

18+1 9424

?



Ref. p. 4–165]84

38Sr

464–11


[keV] Refs. [97T, 97A, 99B]

0+1 0 stable (HI,xnγ), (p,2nγ), (3He,n), (α,α′), (α,α′γ), (d,d′), (p,p′), (p,p′γ),

(p,t), Coul. ex.2+

1 793 5.3 ps B(E2→ 0+1 ) = 16 W.u., µ = 0.84 µn,

(HI,xnγ), (p,2nγ), (α,α′), (α,α′γ), (d,d′), (p,p′), (p,p′γ), (p,t),Coul. ex.

0+2 1502 (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)

4+1 1768 4.2 ps B(E2→ 2+

1 ) = 7 W.u.,(HI,xnγ), (p,2nγ), (p,p′), (p,p′γ), (p,t)

0+3 2075 (p,p′), (p,p′γ), (p,t)

2+2 2390 (p,t)

3−1 2448 (HI,xnγ), (α,α′), (α,α′γ), (d,d′), (p,p′), (p,p′γ), (p,t)

5−1 2769 9.5 ps B(E2→ 3−

1 ) = 22 W.u., B(E1→ 4+1 ) = 3.6× 10−5 W.u.,

(HI,xnγ), (p,2nγ), (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)6+

1 2808 1.01 ps B(E2→ 4+1 ) = 21 W.u.,

(HI,xnγ), (p,2nγ), (α,α′), (α,α′γ), (p,p′), (p,p′γ)2+

3 2888 (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)5−

2 3042 (HI,xnγ), (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)3−

2 3250 (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)6−

1 3279 (HI,xnγ)8+

1 3332 163 ps B(E2→ 6+1 ) = 4.02 W.u., µ = −1.2 µn, (HI,xnγ)

7−1 3488 4.4 ps B(E1→ 6+

1 ) = 4.4× 10−5 W.u.,B(E2→ 5−

1 ) = 25 W.u., µ = 4.2 µn,(HI,xnγ) (α,α′), (α,α′γ), (p,p′), (p,p′γ)

8+2 3680 3.33 ps B(E2→ 6+

1 ) = 3.9 W.u., µ = 7.2 µn, (HI,xnγ)4+

2 4064 (p,t)10+

1 4448 2.2 ps B(E2→ 8+1 ) = 6.8 W.u., µ = 2.0 µn, (HI,xnγ)

10+2 4534 1.66 ps B(E2→ 8+

2 ) = 34 W.u., µ = 8.0 µn, (HI,xnγ)9−

1 4636 2.5 ps B(E2→ 7−1 ) = 5.2 W.u., (HI,xnγ)

11−1 5445 7.5 ps B(E2→ 9−

1 ) = 7.7 W.u.,B(E1→ 10+

1 ) = 1.1× 10−5 W.u., (HI,xnγ)12+

1 5654 0.61 ps B(E2→ 10+2 ) = 18 W.u.,

B(E2→ 10+1 ) = 4.1 W.u., (HI,xnγ)

12+2 5891 0.24 ps B(E2→ 10+

1 ) = 17 W.u., (HI,xnγ)12−

1 6069 0.42 ps B(M1→ 11−1 ) = 0.21 W.u., (HI,xnγ)

13−1 6484 0.6 ps B(M1→ 12−

1 ) = 0.45 W.u.,B(E1→ 12+

1 ) < 6.0× 10−5 W.u.,B(E2→ 11−

1 ) < 2 W.u., (HI,xnγ)14+

1 6739 0.42 ps B(E2→ 12+1 ) = 41 W.u., (HI,xnγ)

14−1 6917 (HI,xnγ)

16+1 8006 0.21 ps B(E2→ 14+

1 ) = 38 W.u., (HI,xnγ)18+

1 9424 0.14 ps B(E2→ 16+1 ) = 32 W.u., (HI,xnγ)





4–1285

38Sr

47[Ref. p. 4–165

9/2+1 0

7/2+1 232

?

1/2−1 239

?

?

3/2−1 743

?

5/2+1 767

?

?

5/2−1 937

?

?

3/2−2 1153

?

?

?

9/2+2 1262

?

?

5/2+2 1355

?

?

?

1/2+1 1403

9/2+3 1627

?

?

1/2+2 1842

9/2+4 2047

?

?

5/2+3 2325

?



[keV] Refs. [91S1, 97A, 99B]

9/2+1 0 64.84 d log ft = 6.34 (EC from 9/2+), µ = −0.9994 µn, Q = 0.323 barn,

(α,nγ), (α,3nγ), (d,p), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)7/2+

1 232 0.21 ns B(M1/E2→ 9/2+1 ) = 0.007/31 W.u., (δ = −0.45),

(α,nγ), (α,3nγ), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)1/2−

1 239 67.63 m B(E3→ 7/2+1 ) = 0.039 W.u., B(M4→ 9/2+

1 ) = 10.6 W.u.,log ft = 6.0 (β+ from (1/2)−), (α,nγ), (α,3nγ), (d,p), (p,nγ), (3He,α),(3He,αγ), (d,t)

3/2−1 743 0.12 ps log ft = 5.37 (β+ from (1/2)−), (d,p), (p,nγ), (3He,α), (3He,αγ),

(d,t), (p,t)5/2+

1 767 >7 ps B(E2→ 9/2+1 ) ≤ 7.7 W.u., (d,p), (p,nγ), (3He,α), (3He,αγ), (d,t),

(p,t)5/2−

1 937 log1u ft = 9.2224 (EC from 9/2+), (p,nγ), (3He,α), (3He,αγ), (d,t),(p,t)

3/2−2 1153 ≥0.13 ps B(M1→ 5/2−

1 ) = 0.32 W.u., log ft = 5.75 (β+ from (1/2)−),(d,p), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)

9/2+2 1262 0.60 ps B(M1/E2→ 7/2+

1 ) = 0.025/0.7 W.u., (δ = −0.16),(M1/E2→ 9/2+

1 :δ = −2.3), log ft = 6.88 (EC from 9/2+),(α,nγ), (α,3nγ), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)

5/2+2 1355 ≥0.13 ps B(E1→ 3/2−

1 ) < 0.0046 W.u., (d,p), (p,nγ), (p,t)1/2+

1 1403 (d,p)9/2+

3 1627 0.23 ps B(M1/E2→ 7/2+1 ) = 0.013/5.1 W.u., (δ = −0.8),

log ft = 7.26 (EC from 9/2+), (α,nγ), (α,3nγ), (p,t)1/2+

2 1842 (d,p), (p,t)9/2+

4 2047 log ft = 7.33 (EC from 9/2+), (p,t)5/2+

3 2325 (α,nγ), (α,3nγ), (d,p), (p,t)1/2+

3 2496 (d,p)1/2+

4 2602 (d,p), (p,t)1/2+

5 2748 (d,p)1/2+

6 2882 (d,p)1/2+

7 3301 (d,p)1/2+

8 3455 (d,p)1/2+

9 3582 (d,p)





Ref. p. 4–165]86

38Sr

484–13

0+1 0

2+1 1077

?

2+2 1854

?

?

0+2 2102

0+3 2203

4+1 2230

?

3−1 2482

?

?

?

?

2+3 2642

?

5−1 2673

?

?

2+4 2788

?

6+1 2857

?

3−2 2997

?

?

?

?

?

?

5−2 3056

?

?

3−3 3185

?

?

?

?

?

5−3 3318

?

?

?

?

4+2 3362

?

?

?

2+5 3430

3−4 3645

?

?

?

?



[keV] Refs. [88M1, 97A, 99B]

0+1 0 stable log ft = 10.3 (β− from 2−), (18O,2nαγ), (α,2nγ), (3He,d), (γ,γ′), (p,p′),

(d,t), (p,d), (p,t), (p,α), Coul. exc., (3He,n), (p,n), (d,6Li),(3He,7Be)2+

1 1077 1.66 ps B(E2→ 0+1 ) = 10.5 W.u., µ = 0.55 µn, log ft = 10.3 (EC from 4−),

(18O,2nαγ), (α,2nγ), (3He,d), (γ,γ′), (p,p′), (d,t), (p,d), (p,t), (p,α),Coul. exc., (3He,n), (p,n), (d,6Li),(3He,7Be)

2+2 1854 (α,2nγ), (3He,d), (γ,γ′), (p,p′), (d,t), (p,d), (p,t), (p,α), (p,n),

(d,6Li),(3He,7Be)0+

2 2102 (3He,d) , (γ,γ′), (d,t), (p,t), (p,α), (d,6Li),(3He,7Be)0+

3 2203 (3He,d) , (γ,γ′), (d,t), (p,t), (p,α), (d,6Li),(3He,7Be)4+

1 2230 <5 ns log ft = 7.74 (EC from 4−), (18O,2nαγ), (α,2nγ), (3He,d), (p,p′), (d,t),(p,d), (p,t), (p,α) (d,6Li), (3He,7Be)

3−1 2482 <5 ns log ft = 7.8 (EC from 4−), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t), (p,α),

(d,6Li), (3He,7Be)2+

3 2642 (3He,d), (γ,γ′), (p,p′), (d,t), (p,t)5−

1 2673 log ft = 7.04 (EC from 4−), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t), (p,α)2+

4 2788 (3He,d), (γ,γ′), (p,p′), (d,t), (p,t), (p,α)6+

1 2857 <5 ns (18O,2nαγ), (α,2nγ), (3He,d), (d,t), (p,d), (p,t)3−

2 2997 log ft = 6.29 (EC from 4−), (3He,d), (p,p′), (d,t), (p,t), (p,α)5−

2 3056 log ft = 7.14 (EC from 4−), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t)3−

3 3185 (p,α), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t)5−

3 3318 (p,p′), (d,t), (p,t)4+

2 3362 log ft = 7.44 (EC from 4−), (p,p′), (d,t), (p,t)2+

5 3430 (p,p′), (p,t)3−

4 3645 log ft = 6.45 (EC from 4−), (p,p′), (p,t)





4–1487

38Sr

49[Ref. p. 4–165

9/2+1 0

1/2−1 389

?

3/2−1 873

?

5/2+1 1228

?

?

5/2−1 1254

?

?

5/2+2 1770

?

?

?

3/2−2 2110

?

?

?

?

1/2+1 2169

?

?

3/2−3 2414

?

?

?

3/2+1 2677

?

?

?

9/2+2 2819

3/2−4 2921

?

?

1/2+2 2941

?

?

3/2−5 3007

?

?

?

1/2+3 3125

?

?

9/2+3 3271

5/2+3 3277

?

?

5/2+4 3385

5/2+5 3548

3/2+2 3603

?

?

3/2+3 3776

?

1/2+4 3872

?

?

?

1/2+5 4182

?

?

?

?



Ref. p. 4–165]87

38Sr

494–15


[keV] Refs. [91S2, 97A, 99B]

9/2+1 0 stable log ft = 7.44 (EC from 9/2+), Q = 0.335 barn, µ = 1.0936 µn,

(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)

1/2−1 389 2.803 h B(M4→ 9/2+

1 ) = 11.277 W.u., log ft = 6.95 (EC from 1/2−),(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)

3/2−1 873 1.7 ps B(M1/E2→ 1/2−

1 ) = 0.11/20 W.u. (δ = 0.19),log ft = 5.44 (EC from 1/2−), (α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p),(p,nγ), (p,n), (p,p′), (3He,α), (p,d), (12C,13C), (d,α)

5/2+1 1228 62 fs B(E1→ 3/2−

1 ) = 0.0012 W.u., B(E2→ 9/2+1 ) = 7.0 W.u.,


5/2−1 1254 2.8 fs B(E2→ 1/2−

1 ) = 15.0 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)

5/2+2 1770 6 ps B(E1→ 5/2−

1 ) = 0.00007 W.u., B(E2→ 9/2+1 ) = 0.13 W.u.,

B(M1/E2→ 5/2+1 ) = 0.006/ < 0.6 W.u. (δ = −0.04),


3/2−2 2110 0.093 ps B(E1→ 5/2+

1 ) = 0.00003 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)

1/2+1 2169 >0.15 ps B(E1→ 3/2−

1 ) = 0.0011 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)

3/2−3 2415 0.13 ps B(E1→ 5/2+

2 ) = 0.00007 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (d,α)

3/2+1 2677 (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′)

9/2+2 2819 (d,p), (�d,p), (p,nγ), (p,n)

3/2−4 2921 (n,γ), (d,p), (�d,p), (p,nγ), (p,n)

1/2+2 2941 (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)

3/2−5 3007 (n,γ), (p,nγ), (p,n), (p,p′)

1/2+3 3125 (α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)

9/2+3 3271 (p,nγ), (p,n), (p,p′), (3He,α), (p,d), (12C,13C), (d,α)

5/2+3 3277 (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)

5/2+4 3385 (d,p), (�d,p), (d,α)

5/2+5 3548 (d,p), (�d,p)

3/2+2 3603 (n,γ), (d,p), (�d,p)

3/2+3 3776 (n,γ), (d,p), (�d,p), (p,p′), (d,α)

1/2+4 3872 (n,γ), (d,p), (�d,p)

1/2+5 4182 (n,γ), (d,p), (�d,p)





4–1688

38Sr

50[Ref. p. 4–165

0+1 0

2+1 1836

?

3−1 2734

?

?

0+2 3152

2+2 3219

?

?

?

5−1 3585

?

5−2 3953

?

2+3 4036

?

4+1 4300

?

?

0+3 4485

2−1 4514

?

?

2+4 4614

2+5 4762

?

0+4 4798

2+6 4927

2+7 4985

2+8 5092

?

?

?

2+9 5164

4+2 5321

?

?

?

4+3 5383

4+4 5465

3−2 5537

4+5 5689

?

?

3−3 5812

?

?

?

?

4+6 5859

1−1 6215

?

4+7 6258

4+8 6283

1−2 6335

?

4+9 6552

3−4 6613

?

4+10 6962

4+11 7023

3−5 7061

1−3 7091

?

1−4 7841

?

1−5 8047

?



Ref. p. 4–165]88

38Sr

504–17


[keV] Refs. [88M2, 97A, 99B]

0+1 0 stable log1u ft = 9.239 (β− from 2−), (3He,n), (α,2nγ), (t,p), (3He,d), (n,γ),

(d,p), (γ,γ), (e,e′), (n,n′), (p,p′), (d,d′), (�d,d′), (14C,14C′), (16O,16O′),Coul. ex., (µ−,nγ), (d,3He), (6Li,7Be), (6Li,8B), (n,α), (d,6Li)

2+1 1836 0.162 ps log ft = 7.85 (β− from 2−), log1u ft = 9.80 (β+ from 4−), µ = 2.3 µn,

B(E2→ 0+1 ) = 7.2 W.u., (3He,n), (α,2nγ), (t,p), (3He,d), (n,γ), (d,p),

(γ,γ), (e,e′), (n,n′), (p,p′), (d,d′), (�d,d′), (14C,14C′), (16O,16O′), Coul.ex., (µ−,nγ), (d,3He), (6Li,7Be), (6Li,8B), (n,α), (d,6Li)

3−1 2734 0.78 ps log ft = 6.78 (β− from 2−), log ft = 6.85 (β+ from 4−),

B(E1→ 2+1 ) = 0.000599 W.u., B(E3→ 0+

1 ) = 22.61 W.u., (3He,n),(α,2nγ), (t,p), (3He,d), (n,γ), (d,p), (e,e′), (n,n′), (p,p′), (d,d′), (�d,d′),(14C,14C′), (16O,16O′), Coul. ex., (µ−,nγ), (d,3He), (n,α), (d,6Li)

0+2 3152 (3He,n), (t,p), (3He,d), (e,e′), (p,p′), (6Li,8B), (d,6Li)

2+2 3219 0.13 ps log ft = 7.54 (β− from 2−), log1u ft = 9.45 (β+ from 4−),

(M1/E2→ 2+1 :δ = 0.057), B(E2→ 0+

1 ) = 0.12 W.u., (t,p), (3He,d),(n,γ), (d,p), (e,e′), (p,p′), (d,d′), (�d,d′), (d,3He), (6Li,7Be),

5−1 3585 0.14 ns log ft = 6.89 (β+ from 4−), B(E2→ 3−

1 ) = 0.39 W.u., (α,2nγ), (t,p),(3He,d), (n,γ), (d,p), (e,e′), (p,p′), (d,d′), (�d,d′), (µ−,nγ), (d,6Li)

5−2 3953 (3He,d), (n,γ), (e,e′), (p,p′),

2+3 4036 0.020 ps log ft = 8.641 (β− from 2−), B(E2→ 0+

1 ) = 1.1 W.u., (t,p), (3He,d),(e,e′), (d,d′), (�d,d′), (6Li,8B), (d,6Li)

4+1 4300 (t,p), (n,γ), (d,p), (e,e′), (p,p′)

0+3 4485 (t,p), (e,e′), (p,p′), (d,6Li)

2−1 4514 log ft = 5.58 (β− from 2−), (t,p), (e,e′), (p,p′), (d,6Li)

2+4 4614 (t,p), (d,p), (e,e′), (d,6Li)

2+5 4762 0.07 ps (t,p), (d,p), (e,e′), (p,p′)

0+4 4798 (t,p), (d,p), (e,e′), (p,p′)

2+6 4927 (d,p), (e,e′), (p,p′)

2+7 4985 (t,p), (d,p), (e,e′), (p,p′), (d,6Li)

2+8 5092 (n,γ), (d,p), (e,e′), (p,p′)

2+9 5164 (t,p), (d,p), (e,e′), (p,p′)

4+2 5321 (n,γ), (e,e′), (p,p′)

4+3 5383 (t,p), (p,p′), (d,6Li)

4+4 5465 (t,p), (d,p), (e,e′), (p,p′), (d,6Li)

3−2 5537 (p,p′)

4+5 5689 (t,p), (n,γ), (d,p), (e,e′), (p,p′), (d,6Li)

3−3 5812 (t,p), (n,γ), (d,p), (e,e′), (p,p′)

4+6 5859 (t,p), (d,p), (e,e′), (p,p′)

1−1 6215 0.25 fs (t,p), (γ,γ), (p,p′)

4+7 6258 (n,γ), (d,p), (p,p′)

4+8 6283 (t,p), (d,p), (p,p′)

1−2 6335 0.16 fs B(E1→ 0+

1 ) = 0.0082 W.u., (γ,γ)4+

9 6552 (d,p), (e,e′), (p,p′)3−

4 6613 (t,p), (n,γ), (p,p′)4+

10 6962 (d,p), (p,p′)4+

11 7023 (t,p), (d,p), (p,p′)3−

5 7061 (d,p), (p,p′)1−

3 7091 0.111 fs B(E1→ 0+1 ) = 0.0086 W.u., (γ,γ)

1−4 7841 0.18 fs B(E1→ 0+

1 ) = 0.0039 W.u., (d,p), (γ,γ), (p,p′)





4–1889

38Sr

51[Ref. p. 4–165

5/2+1 0

1/2+1 1032

?

5/2+2 1940

?

3/2+1 2008

?

?

11/2−1 2079

?

3/2+2 2452

?

?

?

7/2+1 2675

?

?

9/2+1 2962

3/2+3 3128

?

5/2+3 3249

?

15/2−1 3388

?

11/2−2 3404

?

13/2−1 3524

?

13/2−2 3672

?

?

5/2+4 3700

?

?

17/2−1 3751

?

1/2+2 3755

?

?

5/2+5 3846

?

1/2+3 4050

?

1/2+4 4472

1/2+5 4614

1/2+6 4660

?

?

1/2+7 5036

1/2+8 5280

1/2+9 5298

1/2+10 5360

?

?



Ref. p. 4–165]89

38Sr

514–19


[keV] Refs. [98S1, 97A, 99B]

5/2+1 0 50.53 d log ft = 7.61 (β− from 3/2−), µ = −1.1481 µn, Q = −0.315 barn,

(d,p), (�d,p), (t,p), (α,nγ), (d,pγ), (n,γ), (13C,12C), (µ−,γ), (t,3He)1/2+

1 1032 >1 ps B(E2→ 5/2+1 ) < 20 W.u.,

(d,p), (�d,p), (n,γ), (t,p), (α,nγ), (d,pγ), (13C,12C), (µ−,γ)5/2+

2 1940 0.19 ps B(M1/E2→ 5/2+1 ) = 0.011/0.6 W.u., (δ = −0.45),

log ft = 8.44 (β− from 3/2−),(d,p), (�d,p), (n,γ), (t,p), (α,nγ), (d,pγ)

3/2+1 2008 0.10 ps B(M1/E2→ 5/2+

1 ) = 0.016/2.8 W.u., (δ = −0.8),log ft = 8.05 (β− from 3/2−),(d,p), (�d,p), (n,γ), (t,p), (α,nγ), (d,pγ)

11/2−1 2079 0.33 ns B(E3→ 5/2+

1 ) = 47 W.u.,(d,p), (�d,p), (α,nγ)

3/2+2 2452 (M1/E2→ 1/2+

1 :δ = −0.6), (M1/E2→ 5/2+1 :δ < 0.18),

log ft = 8.8 (β− from 3/2−),(d,p), (�d,p), (n,γ), (t,p), (d,pγ)

7/2+1 2675 (M1/E2→ 5/2+

1 :δ = −7),(d,p), (�d,p), (d,pγ)

9/2+1 2962 0.7 ps (d,p), (�d,p), (t,p), (α,nγ)

3/2+3 3128 (d,p), (�d,p), (t,p), (d,pγ)

5/2+3 3249 (d,p), (�d,p), (d,pγ)

15/2−1 3388 >7 ps B(E2→ 11/2−

1 ) < 0.89 W.u., (α,nγ)11/2−

2 3404 (d,p), (�d,p), (α,nγ)13/2−

1 3524 0.39 ps B(M1/E2→ 11/2−1 ) = 0.013/3.0 W.u., (δ = 0.67), (t,p), (α,nγ)

13/2−2 3672 2.4 ps B(M1/E2→ 11/2−

1 ) = 0.0016/0.06 W.u., (δ = 0.30), (α,nγ)5/2+

4 3700 (d,p), (�d,p), (n,γ)17/2−

1 3751 (M1/E2→ 15/2−1 :δ = 0.01), (α,nγ)

1/2+2 3755 (d,p), (�d,p), (d,pγ)

5/2+5 3846 log ft = 6.75 (β− from 3/2−), (t,p)

1/2+3 4050 log ft = 6.14 (β− from 3/2−), (d,p), (�d,p)

1/2+4 4472 (d,p), (�d,p)

1/2+5 4614 (d,p), (�d,p)

1/2+6 4660 (d,p), (�d,p), (n,γ), (t,p)

1/2+7 5036 (d,p), (�d,p), (t,p)

1/2+8 5280 (d,p), (�d,p)

1/2+9 5298 (d,p), (�d,p), (t,p)

1/2+10 5360 (d,p), (�d,p), (d,pγ)





4–2090

38Sr

52[Ref. p. 4–165

0+1 0

2+1 832

?

4+1 1656

?

2+2 1892

?

?

3−1 2207

?

?

?

2+3 2586

0+2 2971

?

2+4 3804

2+5 4136

?

?



[keV] Refs. [88M1, 97A, 99B]

0+1 0 28.78 y log ft = 7.14 (β− from 0−), (t,p)

2+1 832 10 ps log ft = 7.65 (β− from 3−), (t,p)

4+1 1656 17 ps log ft = 7.94 (β− from 3−), (t,p)

2+2 1892 3 ps log ft = 7.79 (β− from 3−), (t,p)

3−1 2207 <2 ps log ft = 7.81 (β− from 3−), log ft = 8.2 (β− from 0−), (t,p)

2+3 2586 (t,p)

0+2 2971 log ft = 8.17 (β− from 3−), (t,p)

2+4 3804 (t,p)

2+5 4136 log ft = 7.7 (β− from 3−), (t,p)

2+6 4240 (t,p)

2+7 4824 (t,p)





Ref. p. 4–165]87

39Y

484–21

1/2−1 0

9/2+1 381

?

5/2−1 794

?

3/2−1 981

?

Jπn Sn = 11807 keV, Sp = 5784.9 keV, ∆ = −83016.752 keV E [keV]


[keV] Refs. [91S2, 97A, 99B]

1/2−1 0 79.8 h (α,2nγ), (18O,4npγ), (α,p), (p,γ), (3He,d), (p,2nγ), (p,t), (p,α)

9/2+1 381 13.37 h B(M4→ 1/2−

1 ) = 2.735 W.u.,log ft = 5.68011 (β+ from (9/2)+), µ = 6.10 µn,(α,2nγ), (18O,4npγ), (α,p), (p,γ), (3He,d), (p,2nγ), (p,t), (p,α)

5/2−1 794 ≤10 ns B(E2→ 1/2−

1 ) ≥ 0.0079 W.u.,log ft = 8.5522 (β+ from (9/2)+),(α,2nγ), (18O,4npγ), (α,p), (p,γ), (3He,d), (p,2nγ), (p,t), (p,α)

3/2−1 981 (α,p), (p,γ), (3He,d), (p,t), (p,α)

1/2−2 1641 (p,t)

1/2−3 1851 (α,p), (p,γ), (3He,d), (p,t)

1/2+1 3195 (3He,d)

5/2+1 10537 (p,p′)

1/2+2 10923 (p,p′)

3/2+1 11468 (p,p′)

1/2+3 11739 (p,p′)

1/2+4 11900 (p,p′)

3/2+2 12371 (p,p′)

1/2+5 12661 (p,p′)

3/2+3 12968 (p,p′)

5/2+2 13076 (p,p′)





4–2289

39Y

50[Ref. p. 4–165

1/2−1 0

9/2+1 909

?

3/2−1 1507

?

5/2−1 1745

?

5/2+1 2222

?

?

7/2+1 2530

?

11/2+1 2567

?

9/2+2 2622

?

13/2+1 2893

?

?

3/2−2 3068

?

?

13/2−1 3343

?

?

5/2+2 3715

?

?

3/2−3 3992

?

1/2+1 4015

?

?

15/2−1 4132

?

?

5/2+3 4188

?

?

17/2−1 4450

?

?

5/2+4 4588

17/2+1 4825

?

?

19/2−1 4839

?

?

Jπn Sn =11476.4 keV, Sp = 7071.4 keV, ∆ = −87702.101 keV E [keV]


[keV] Refs. [98S1, 97A, 99B]

1/2−1 0 stable log1u ft = 9.423 (β− from 5/2+), log ft = 7.1 (EC from 1/2−),

µ = −0.1374154 µn, (18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ),(d,n), (3He,d), (16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ), (p,p′), (�p,p′)(d,3He), (�d,3He) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p),(e,e′p), (n,d), (�t,α), (t,α), (12C,13N), (13C,14N), (3He,7Be), (α,α′p),(6Li,7Be), (d,α), (π+,π+′

), (π−,π−′), (t,t), (6Li,6Li), (7Li,7Li),

(12C,12C), (15N,15N), (16O,16O), (19F,19F), (27Al,27Al)





Ref. p. 4–165]89

39Y

504–23


[keV] Refs. [98S1, 97A, 99B]

9/2+1 909 15.663 s B(M4→ 1/2−

1 ) = 3.995 W.u., B(E5→ 1/2−1 ) = 0.147 W.u.,

log ft = 11.68 (β− from 5/2+), log ft = 6.152 (EC from 9/2+),µ = 6.23 µn, (18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ), (d,n),(3He,d), (16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ), (p,p′), (�p,p′) (d,3He),(�d,3He) (p,α), (�p,α), (p,p′γ), (3He,3He′), (α,α′p), (e,e′p), (�t,α), (t,α),(12C,13N), (13C,14N), (3He,7Be), (6Li,7Be), (d,α)

3/2−1 1507 23.9 fs B(M1/E2→ 1/2−

1 ) = 0.26/2.1 W.u., (δ = −0.13),log ft = 4.31 (EC from 1/2−), (α,2nγ), (n,n′γ), (d,n), (3He,d),(16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ), (p,p′), (�p,p′) (d,3He), (�d,3He)(p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p), (e,e′p), (n,d), (�t,α),(t,α), (12C,13N), (13C,14N), (6Li,7Be), (d,α)

5/2−1 1745 0.64 ps B(E2→ 1/2−

1 ) = 2.3 W.u., log1u ft = 9.09 (EC from 9/2+),(α,2nγ), (n,n′γ), (d,n), (3He,d), (16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ),(p,p′), (�p,p′) (d,3He), (�d,3He) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′),(α,α′p), (e,e′p), (12C,13N), (13C,14N), (6Li,7Be), (d,α)

5/2+1 2222 0.97 ps B(E1→ 3/2−

1 ) = 0.00030 W.u., B(E2→ 9/2+1 ) = 4.3 W.u.,

(α,2nγ), (n,n′γ), (d,n), (3He,d), (16O,15N), (e,e′), (n,n′), (p,γ), (p,p′),(�p,p′) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p), (�t,α), (t,α),(12C,13N), (13C,14N)

7/2+1 2530 0.08 ps log ft = 7.53 (EC from 9/2+), (α,2nγ), (n,n′γ), (e,e′), (n,n′), (p,γ),

(p,p′), (�p,p′) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p)11/2+

1 2567 0.35 ps B(M1/E2→ 9/2+1 ) = 6× 10−5/5.5 W.u., (δ = −15),

log ft = 7.25 (EC from 9/2+), (18O,2npγ), (18O,4npγ), (α,2nγ),(n,n′γ), (n,n′), (p,γ), (p,p′), (�p,p′)

9/2+2 2622 0.21 ps B(M1/E2→ 9/2+

1 ) = (0.010)/(3.9) W.u.,log ft = 6.18 (EC from 9/2+), (α,2nγ), (n,n′γ), (3He,d), (16O,15N),(n,n′), (p,γ), (p,p′), (�p,p′) (d,3He), (�d,3He) (p,α), (�p,α), (p,p′γ)

13/2+1 2893 0.18 ps B(E2→ 9/2+

1 ) = 4.3 W.u., (18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ),(p,p′), (�p,p′)

3/2−2 3068 45.0 fs B(M1/E2→ 1/2−

1 ) = (0.0077)/(0.89) W.u., (δ = 0.05),(n,n′γ), (d,n), (3He,d), (16O,15N), (γ,γ′), (n,n′), (p,γ), (p,p′), (�p,p′)

13/2−1 3343 0.42 ps B(E1→ 13/2+

1 ) = 0.00052 W.u., B(E1→ 11/2+1 ) = 0.0016 W.u.,

(18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ)5/2+

2 3715 (M1/E2→ 5/2+1 :δ = −0.15), (n,n′γ), (d,n), (3He,d), (16O,15N), (e,e′),

(p,γ), (p,p′), (�p,p′) (d,d′), (3He,3He′), (α,α′p)3/2−

3 3992 9.3 fs B(M1/E2→ 1/2−1 ) = (0.0186)/(1.27) W.u., (δ = −0.90),

(n,n′γ), (d,n), (γ,γ′), (e,e′), (p,γ), (p,p′), (�p,p′) (3He,3He′), (α,α′p),(e,e′p)

1/2+1 4015 (n,n′γ), (d,n), (3He,d), (p,γ), (p,p′), (�p,p′)

15/2−1 4132 1.59 ps B(M1/E2→ 13/2−

1 ) = 0.0092/0.10 W.u., (δ = 0.08),B(E1→ 13/2+

1 ) = 7.5× 10−5 W.u., (18O,2npγ), (18O,4npγ), (α,2nγ)5/2+

3 4188 (n,n′γ), (d,n), (3He,d), (16O,15N), (p,p′), (�p,p′) (d,d′)17/2−

1 4450 4.5 ps B(M1→ 15/2−1 ) = 0.051 W.u., B(E2→ 13/2−

1 ) = 2.1 W.u.,(18O,2npγ), (18O,4npγ), (α,2nγ)

5/2+4 4588 (d,n), (3He,d), (16O,15N), (p,p′), (�p,p′) (α,α′p)

17/2+1 4825 ≥3.5 ps B(E1→ 15/2−

1 ) < 0.0023 W.u., B(E2→ 13/2+1 ) < 0.029 W.u.,

(18O,2npγ), (18O,4npγ), (α,2nγ)19/2−

1 4839 21 ps B(M1/E2→ 17/2−1 ) = 0.011/3.3 W.u., (δ = 0.20),

B(E2→ 15/2−1 ) = 2.2 W.u., (α,2nγ)

1/2+2 6300 (d,n)





4–2490

39Y

51[Ref. p. 4–165

2−1 0

3−1 203

?

7+1 682

?

?

2+1 777

?

?

0−1 1212

?

1−1 1371

?

?

?

1−2 1641

?

?

?

?

1+1 1815

?

?

?

8+1 2217

?

1+2 2313

1−3 2366

?

?

?

?

2−2 2476

?

?

?

?

?

2−3 2505

?

?

?

?

?

3−2 2558

1−4 2624

?

?

3−3 2678

3−4 2755

1−5 2820

1−6 2847

?

?

?

?

2−4 2859

?

?

?

3−5 3002

?

?

1−7 3160

?

?

3−6 3310

1+3 3439

1+4 3490

1−8 3575

?

?

?

?

?

?

1−9 3602

?

?

?

?

?

?

?

1+5 3625

1−10 3628

?

?

?

?

?

?

1−11 3692

?

?

?

?

3−7 3792

3−8 3859

3−9 3881

1−12 3934

?

?

?

?

?



Ref. p. 4–165]90

39Y

514–25


[keV] Refs. [97B4, 97A, 99B]

2−1 0 64.00 h log1u ft = 9.4 (β− from 0+),

µ = −1.630 µn, Q = −0.155 barn,(n,γ), (�d,p), (d,pγ), (18O,npγ), (18O,3npγ), (α,nγ), (α,3He), (3He,p),(d,3He), (d,α), (t,α)

3−1 203 250 ps (M1/E2→ 2−

1 :δ = −0.04), µ = −0.85 µn,(n,γ), (�d,p), (d,pγ), (18O,npγ), (18O,3npγ), (α,nγ), (α,3He), (d,3He),(d,α), (t,α)

7+1 682 3.19 h (M4/E5→ 3−

1 :δ = 0.1), µ = 5.1 µn,(n,γ), (d,pγ), (18O,npγ), (18O,3npγ), (α,nγ), (d,3He), (d,α), (t,α)

2+1 777 (E1/M2→ 2−

1 :δ = −0.066), (n,γ), (d,pγ), (α,nγ), (d,3He), (d,α), (t,α)0−

1 1212 (n,γ), (�d,p), (d,pγ), (α,nγ), (α,3He), (d,α), (t,α)1−

1 1371 (n,γ), (�d,p), (d,pγ), (α,nγ), (α,3He), (d,α), (t,α)1−

2 1641 (n,γ), (�d,p), (d,pγ), (d,α), (α,3He), (d,3He), (d,α), (t,α)1+

1 1815 (n,γ), (α,3He), (3He,p), (d,α)8+

1 2217 (M1/E2→ 2−1 :δ = −0.73), (18O,npγ), (18O,3npγ)

1+2 2313 (3He,p), (t,α)

1−3 2366 (n,γ), (�d,p), (d,pγ), (t,α)

2−2 2476 (n,γ), (�d,p), (d,pγ), (α,3He)

2−3 2505 (n,γ), (�d,p), (d,pγ)

3−2 2558 (�d,p)

1−4 2624 (n,γ), (�d,p), (d,pγ), (α,3He), (t,α)

3−3 2678 (�d,p)

3−4 2755 (�d,p), (α,3He)

1−5 2820 (�d,p), (t,α)

1−6 2847 (n,γ), (�d,p), (d,pγ)

2−4 2859 (n,γ), (�d,p)

3−5 3002 (�d,p), (d,pγ), (α,3He)

1−7 3160 (n,γ), (�d,p), (d,pγ), (α,3He)

3−6 3310 (�d,p)

1+3 3439 (�d,p), (3He,p)

1+4 3490 (3He,p)

1−8 3575 (n,γ), (�d,p)

1−9 3602 (n,γ), (�d,p)

1+5 3625 (α,3He), (3He,p)

1−10 3628 (n,γ), (�d,p)

1−11 3692 (n,γ), (�d,p)

3−7 3792 (�d,p)

3−8 3859 (�d,p)

3−9 3881 (�d,p)

1−12 3934 (n,γ), (�d,p)

1−13 4128 (�d,p)

1−14 4378 (�d,p)

3−10 4663 (�d,p)

3−11 4673 (�d,p)

1−15 4686 (�d,p)





4–2691

39Y

52[Ref. p. 4–165

1/2−1 0

9/2+1 556

?

3/2−1 653

?

5/2−1 926

?

?

3/2−2 1474

?

?

5/2−2 2207

?

?

?



[keV] Refs. [90M, 97A, 99B]

1/2−1 0 58.51 d log1u ft = 9.34 (β− from 5/2+), µ = 0.1641 µn,

(t,p), (d,3He), (t,α), (p,α)9/2+

1 556 49.71 m B(M4→ 1/2−1 ) = 1.612 W.u.,

(t,p), (d,3He), (t,α), (p,α)3/2−

1 653 log ft = 8.46 (β− from 5/2+),(t,p), (d,3He), (t,α), (p,α)

5/2−1 926 (t,p), (d,3He), (t,α), (p,α)

3/2−2 1474 log ft = 8.82 (β− from 5/2+),

(t,p), (d,3He), (t,α), (p,α)5/2−

2 2207 log ft = 6.47 (β− from 5/2+),(t,p), (d,3He), (t,α), (p,α)

3/2−3 2474 (t,p), (d,3He), (t,α), (p,α)

1/2−2 2570 (t,p), (d,3He), (t,α), (p,α)

1/2−3 3045 (t,p)





Ref. p. 4–165]93

39Y

544–27

1/2−1 0

1/2−2 590

?

7/2+1 759

?

5/2−1 876

?

?

3/2−1 2544

?

?



[keV] Refs. [97B1, 97A, 99B]

1/2−1 0 10.18 h (d,3He), (p,α)

1/2−2 590 <0.13 ns B(E2→ 0+

1 ) > 0.0008 W.u.,(d,3He), (p,α)

7/2+1 759 0.82 s B(E3→ 1/2−

1 ) = 0.378 W.u., log ft = 7.32 (β− from 5/2+),(d,3He), (p,α)

5/2−1 876 log ft = 7.6 (β− from 5/2+),

(d,3He), (p,α)3/2−

1 2544 log ft = 6.10 (β− from 5/2+),(d,3He), (p,α)





4–2886

40Zr

46[Ref. p. 4–165

0+1 0

2+1 752

?

4+1 1667

?

6+1 2670

?

5−1 2706

?

6−1 3272

?

8+1 3298

?

7−1 3423

?

?

8+2 3533

?

?

10+1 4326

?

10+2 4419

?

?

9−1 4429

?

11−1 5389

?

12+1 5396

?

?

12+2 5524

?

?

14+1 6321

?

13−1 6340

?

14+2 6752

?

15+1 7015

?

16+1 7396

?

?

17+1 8249

?

?

18+1 8650

?

?

19+1 9892

?

?

20+1 10143

?

?

22+1 12061

?

24+1 14149

?



Ref. p. 4–165]86

40Zr

464–29


[keV] Refs. [88M1, 97A, 99B]

0+1 0 16.5 h (29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

2+1 752 7.3 ps B(E2→ 0+

1 ) = 14 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

4+1 1667 6.0 ps log ft = 6.48 (EC from (5+)),

(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)6+

1 2670 8 ps B(E2→ 4+1 ) = 3.1 W.u.,

log ft = 5.73 (EC from (5+)),(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

5−1 2706 6.7 ps B(E1→ 4+

1 ) = 4.6× 10−5 W.u.,log ft = 6.30 (EC from (5+)),(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

6−1 3272 (29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

8+1 3298 62 ps B(E2→ 6+

1 ) = 4.1 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

7−1 3423 8 ps B(E2→ 5−


8+2 3533 <3 ps (M1/E2→ 8+

1 :δ = 0.17),(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

10+1 4326 2.1 ps B(E2→ 8+


10+2 4419 9 ps B(E2→ 8+


9−1 4429 8 ps B(E2→ 7−


11−1 5389 3 ps B(E2→ 9−

1 ) = 10 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)

12+1 5396 2.6 ps B(E2→ 10+

2 ) = 3.0 W.u., B(E2→ 10+1 ) = 5.0 W.u.,

(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)12+

2 5524 (77Se,3nγ), (30Si,2p2nγ)14+

1 6321 5.2 ps (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ), (29Si,2pnγ), (12C,2nγ)13−

1 6340 (29Si,2pnγ), (12C,2nγ), (77Se,3nγ), (30Si,2p2nγ)14+

2 6752 (77Se,3nγ), (30Si,2p2nγ)15+

1 7015 0.55 ps B(M1→ 14+1 ) = 0.12 W.u.,

(29Si,2pnγ), (12C,2nγ), (77Se,3nγ), (30Si,2p2nγ)16+

1 7396 0.59 ps (29Si,2pnγ), (12C,2nγ), (77Se,3nγ), (30Si,2p2nγ)17+

1 8249 0.15 ps (77Se,3nγ), (30Si,2p2nγ)18+

1 8650 0.23 ps (77Se,3nγ), (30Si,2p2nγ)19+

1 9892 0.07 ps (77Se,3nγ), (30Si,2p2nγ)20+

1 10143 0.28 ps (77Se,3nγ), (30Si,2p2nγ)22+

1 12061 0.06 ps B(E2→ 20+1 ) = 16 W.u.,

(77Se,3nγ), (30Si,2p2nγ)24+

1 14149 0.06 ps B(E2→ 22+1 ) = 11 W.u.,

(77Se,3nγ), (30Si,2p2nγ)





4–3088

40Zr

48[Ref. p. 4–165

0+1 0

2+1 1057

?

0+2 1521

?

?

4+1 2140

?

0+3 2225

3−1 2456

?

?

2+2 2570

5−1 2801

?



[keV] Refs. [88M2, 97A, 99B]

0+1 0 83.4 d (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ), (p,t), (d,6Li)

2+1 1057 0.8 ps B(E2→ 0+

1 ) = 22 W.u., (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ), (p,t),(d,6Li)

0+2 1521 (p,2nγ), (p,t), (d,6Li)

4+1 2140 (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ), (p,t), (d,6Li)

0+3 2225 (p,t), (d,6Li)

3−1 2456 log ft = 7.1416 (β+ from (4−)), (α,p4nγ), (p,2nγ), (p,t), (d,6Li)

2+2 2570 (p,t), (d,6Li)

5−1 2801 log ft = 6.92 (β+ from (4−)), (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ),

(p,t), (d,6Li)





Ref. p. 4–165]89

40Zr

494–31

9/2+1 0

1/2−1 588

?

3/2−1 1095

?

5/2−1 1451

?

?

5/2+1 1627

?

?

1/2−2 1743

?

5/2+2 1834

?

?

?

3/2−2 1865

?

?

?

5/2−2 2100

?

?

13/2−1 2121

?

9/2+2 2612

?

7/2−1 3016

?

9/2+3 3141

?



4–3289

40Zr

49[Ref. p. 4–165


[keV] Refs. [98S1, 97A, 99B]

9/2+1 0 78.41 h log ft = 6.5 (EC from (9/2+)), µ = 1.076 µn,

(HI,xnγ), (α,nγ), (α,2nγ), (α,3nγ), (p,nγ), (p,d), (�p,d), (p,t),(3He,α), (p,n) (3He,t), (d,t), (�d,t), (�p,pn), (3He,n), (n,α)

1/2−1 588 4.161 m B(M4→ 9/2+

1 ) = 11.45 W.u., log ft = 6.6 (EC from (1/2−)),(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t), (3He,α), (p,n), (3He,t),(d,t), (�d,t), (�p,pn)

3/2−1 1095 >0.05 ps log ft = 5.55 (EC from (1/2−)), (α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d),

(p,t), (3He,α), (p,n), (3He,t), (d,t), (�d,t)5/2−

1 1451 >3.5 ps B(E2→ 1/2−1 ) < 9.2 W.u., (α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t),

(3He,α), (p,n), (3He,t), (d,t), (�d,t)5/2+

1 1627 0.35 ps B(E1→ 3/2−1 ) = 0.00086 W.u., B(E2→ 9/2+

1 ) = 5.2 W.u.,(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t), (3He,α), (p,n) (3He,t),(d,t), (�d,t)

1/2−2 1743 0.43 ps B(M1→ 1/2−

1 ) = 0.034 W.u., (α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d),(p,t), (3He,α), (3He,t), (d,t), (�d,t)

5/2+2 1834 0.46 ps B(E1→ 3/2−

1 ) < 5.7× 10−5 W.u., B(E2→ 9/2+1 ) = 2.4 W.u.,

(α,nγ), (α,2nγ), (p,nγ), (p,t)3/2−

2 1865 0.17 ps log ft = 5.87 (EC from (1/2−)),(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t), (3He,α), (p,n) (3He,t),(d,t), (�d,t)

5/2−2 2100 0.076 ps B(M1→ 3/2−

1 ) = 0.21 W.u.,(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (3He,α), (3He,t), (d,t), (�d,t)

13/2−1 2121 2.23 ns B(M2/E3→ 9/2+

1 ) = 0.0016/1.3 W.u., (δ = 1.5),(HI,xnγ), (α,nγ), (α,2nγ), (α,3nγ)

9/2+2 2612 log ft = 7.4 (EC from (9/2+)),

(p,nγ), (p,d), (�p,d), (3He,α), (p,t), (3He,t)7/2−

1 3016 log ft = 6.8 (EC from (9/2+)),(p,d), (�p,d), (3He,α), (3He,t)

9/2+3 3141 log ft = 7.7 (EC from (9/2+)),

(p,d), (�p,d), (3He,α), (p,t), (3He,t)9/2+

4 3383 (p,d), (�p,d), (3He,α),5/2−

3 3765 (p,d), (�p,d), (3He,α)7/2−

2 4100 (p,d), (�p,d), (3He,α)7/2−

3 4280 (p,d), (�p,d), (3He,α)7/2−

4 4590 (p,d), (�p,d), (3He,α)7/2−

5 4680 (p,d), (�p,d), (3He,α)7/2−

6 4900 (p,d), (�p,d), (3He,α)7/2−

7 5100 (p,d), (�p,d), (3He,α)7/2−

8 5170 (p,d), (�p,d), (3He,α)7/2−

9 5300 (p,d), (�p,d), (3He,α)7/2−

10 5500 (p,d), (�p,d), (3He,α)7/2−

11 6700 (p,d), (�p,d), (3He,α)1/2−

3 8105 (p,d), (�p,d), (3He,α), (3He,t)9/2+

5 9035 (p,d), (�p,d), (3He,α)3/2−

3 9620 (p,d), (�p,d), (3He,α)5/2−

4 9860 (p,d), (�p,d), (3He,α)





Ref. p. 4–165]90

40Zr

504–33

0+1 0

0+2 1761

?

2+1 2186

?

?

5−1 2319

?

?

3−1 2748

?

?

4+1 3077

?

?

?

2+2 3309

?

?

6+1 3448

?

?

8+1 3589

?

?

2+3 3842

?

5−2 3959

4+2 4062

0+3 4126

4+3 4305

4+4 4334

7−1 4375

?

0+4 4424

3−2 4495

6−1 4540

6+2 4541

?

?

1+1 4580

2+4 4681

3−3 4817

4+5 4946

7+1 5060

?

?

?

?

3−4 5110

4+6 5215

9+1 5248

?

3−5 5314

4+7 5381

0+5 5441

4+8 5462

1−1 5504

?

2+5 5592

3−6 5631

10+1 5644

?

Jπn Sn =11971 keV, Sp =8357 keV, ∆ = −88767.938 keV E [keV]


4–3490

40Zr

50[Ref. p. 4–165


[keV] Refs. [97B4, 97A, 99B]

0+1 0 stable log ft = 9.229 (β− from 2−),

(18O,4nγ), (3He,d), (α,α′), (p,γ), (p,n), (p,nγ), (p,p), (�p,p), (p,p′),(p,p′γ), (p,α), (γ,γ′), (e,e′), (p,t), (α,nγ), (t,t′), (p,d), (3He,dp),(d,n), (d,d′), (3He,3He′), (3He,α), (e,e′p), (γ,p), (γ,n), (n,n′γ), (d,t),(3He,n), (16O,14C), (12C,10B), (n,n′), (α,6He), (d,6Li), (14C,16O),Coul.ex.

0+2 1761 61.3 ns log ft = 9.657 (β− from 2−), log ft = 9.63 (β− from 7+),

(18O,4nγ), (3He,d), (t,t′), (d,n), (d,d′), (p,γ), (p,p′), (p,p′γ), (p,α),(γ,γ′), (n,n′γ), (p,t), (d,t), (3He,n), (n,n′), (d,6Li), (14C,16O)

2+1 2186 88.4 fs B(E2→ 0+

2 ) = 11.1 W.u.(18O,4nγ), (α,nγ), (t,t′), (p,d), (3He,dp), (d,d′), (3He,3He′), (α,α′),(3He,α), (p,γ), (p,p′), (p,p′γ), (p,α), (γ,γ′), (e,e′), (n,n′γ), (p,t), (d,t),(16O,14C), (12C,10B), (n,n′), (α,6He), (d,6Li), (14C,16O), Coul.ex.

5−1 2319 809.2 ms B(E3→ 2+

1 ) = 0.051 W.u.,B(E5→ 0+

1 ) = 9.83 W.u., µ = 6.25 µn,(18O,4nγ), (α,nγ), (3He,d), (t,t′), (d,n), (d,d′), (α,α′), (p,γ), (p,p′),(p,p′γ), (p,α), (e,e′), (n,n′γ), (p,t), (16O,14C), (12C,10B), (n,n′),(α,6He), (d,6Li)

3−1 2748 (18O,4nγ), (α,nγ), (t,t′), (p,d), (3He,dp), (d,d′), (3He,3He′), (α,α′),

(p,γ), (p,p′), (p,p′γ), (p,α), (e,e′), (n,n′γ), (p,t), (d,t), (16O,14C),(12C,10B), (n,n′), (α,6He), (d,6Li), (14C,16O)

4+1 3077 (18O,4nγ), (α,nγ), (t,t′), (p,d), (d,d′), (α,α′), (3He,α), (p,γ), (p,p′),

(p,p′γ), (p,α), (e,e′), (n,n′γ), (16O,14C), (12C,10B), (n,n′), (d,6Li)2+

2 3309 69 fs (α,nγ), (t,t′), (p,d), (d,d′), (3He,3He′), (α,α′), (3He,α), (p,γ), (p,p′),(p,p′γ), (p,α), (γ,γ′), (e,e′), (n,n′γ), (16O,14C), (12C,10B), (n,n′),(α,6He), (d,6Li)

6+1 3448 (18O,4nγ), (α,nγ), (t,t′), (d,d′), (α,α′), (p,p′), (p,α), (e,e′), (d,6Li)

8+1 3589 131 ns B(E2→ 6+

1 ) = 2.33 W.u., B(E3→ 5−1 ) = 0.058 W.u.,

µ = 10.85 µn, Q = −0.51 barn,(18O,4nγ), (α,nγ), (p,p′), (p,α), (e,e′)

2+3 3842 15.5 fs (t,t′), (p,d), (d,d′), (3He,3He′), (α,α′), (3He,α), (p,γ), (p,p′), (p,p′γ),

(p,α), (γ,γ′), (e,e′), (n,n′γ), (α,6He), (d,6Li)5−

2 3959 (t,t′), (d,d′), (α,α′), (p,p′), (p,α), (e,e′), (d,6Li)4+

2 4062 (t,t′), (p,d), (α,α′), (p,p′), (e,e′)0+

3 4126 (α,α′), (p,γ), (p,p′), (p,t), (α,6He), (d,6Li)4+

3 4305 (α,α′), (p,p′)4+

4 4334 (t,t′), (p,d), (d,d′), (3He,3He′), (α,α′), (3He,α), (p,p′), (p,α), (e,e′),(p,t), (α,6He), (d,6Li)

7−1 4375 log ft = 8.31 (EC from 8+),

(t,t′), (α,α′), (p,p′), (p,α)0+

4 4424 (d,n), (p,γ), (p,p′), (p,t), (d,6Li)3−

2 4495 (t,t′), (p,d), (3He,α), (p,p′), (e,e′)6−

2 4540 (p,α), (e,e′)6+

3 4541 (t,t′), (p,d), (α,α′), (3He,α), (p,p′), (e,e′), (p,t), (α,6He), (d,6Li)1+

1 4580 (3He,d), (p,d), (d,n), (3He,α), (p,γ), (γ,γ′)2+

3 4681 (t,t′), (p,d), (α,α′), (3He,α), (p,γ), (p,p′), (e,e′), (p,t), (α,6He), (d,6Li)3−

3 4817 (t,t′), (p,d), (p,t), (α,6He), (d,6Li)4+

5 4946 (α,α′), (p,p′)7+

2 5060 (p,d), (α,α′), (3He,α), (p,p′), (e,e′)3−

4 5110 (3He,d), (t,t′), (p,d), (α,α′), (p,γ), (p,p′), (p,α), (p,t), (α,6He)





Ref. p. 4–165]90

40Zr

504–35


[keV] Refs. [97B4, 97A, 99B]

4+6 5215 (t,t′), (α,α′), (p,p′)

9+1 5248 <28 ps log ft = 7.12 (EC from 8+), (18O,4nγ)

3−5 5314 (3He,d), (α,α′), (3He,α), (p,γ), (p,p′), (p,t), (d,6Li)

4+7 5381 (t,t′), (α,α′), (3He,α), (p,p′)

0+5 5441 (p,t), (α,6He)

4+8 5462 (t,t′), (α,α′), (p,p′), (d,6Li)

1−1 5504 (p,d), (α,α′), (p,p′), (p,p′γ), (γ,γ′), (p,t)

2+4 5592 (p,t), (d,6Li)

3−6 5631 (3He,d), (p,d), (d,n), (α,α′), (3He,3He′), (p,p′), (e,e′)

10+1 5644 (18O,4nγ)

3−7 5666 (3He,d), (t,t′), (p,d), (α,α′), (3He,α), (p,p′), (d,6Li)

3−8 5781 (3He,d), (t,t′), (d,n), (α,α′), (p,p′), (e,e′)





4–3691

40Zr

51[Ref. p. 4–165

5/2+1 0

1/2+1 1205

?

5/2+2 1466

?

7/2+1 1882

?

3/2+1 2042

?

1/2+2 2558

?

3/2+2 3083

?

3/2+3 3290

?

1/2+3 3331

?

7/2+2 3469

3/2+4 3681

?

3/2−1 4322

?



[keV] Refs. [90M, 97A, 99B]

5/2+1 0 stable log1u ft = 9.586 (β− from 1/2−), log ft = 10.61 (β− from 9/2+),

log1u ft = 9.3 (EC from 1/2−), µ = −1.304 µn, Q = −0.206 barn,(α,nγ), (n,γ), (γ,γ), (n,n′γ), (α,3He), (d,p), (�d,p), (α,α′), (d,d′),(p,p′), (d,t), (p,d), (d,α), Coul. ex., (6Li,2npγ), (12C,11C),(13C,12C), (13C,12Cγ), (16O,15O), (7Li,6Li), (18O,18O′), (3He,3He′),(�p,d), (3He,α), (µ−,2nγ)

1/2+1 1205 0.17 ps B(E2→ 5/2+

1 ) = 54 W.u., log ft = 8.86 (β− from 1/2−),log ft = 6.642 (EC from 1/2−), (α,nγ), (n,γ), (γ,γ), (n,n′γ), (d,p),(�d,p), (α,α′), (d,d′), (p,p′), (d,t), (p,d), (d,α), Coul. ex., (13C,12C),(13C,12Cγ), (7Li,6Li), (18O,18O′), (�p,d), (µ−,2nγ)

5/2+2 1466 0.19 ps (α,nγ), (n,γ), (γ,γ), (n,n′γ), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,t),

(p,d), (d,α), (13C,12Cγ), (�p,d), (µ−,2nγ)7/2+

1 1882 0.076 ps B(M1/E2→ 5/2+1 ) = 0.022/6 W.u., (δ = 1.00), (α,nγ), (n,γ), (γ,γ),

(n,n′γ), (α,3He), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,t), (p,d), (�p,d)3/2+

1 2042 0.011 ps B(M1/E2→ 5/2+1 ) = 0.23/60 W.u., (α,nγ), (n,γ), (γ,γ), (n,n′γ),

(α,3He), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,t), (p,d), (d,α),(13C,12Cγ), (7Li,6Li), (�p,d)

1/2+2 2558 0.12 ps B(E2→ 5/2+

1 ) = 1.8 W.u., (α,nγ), (n,γ), (γ,γ), (n,n′γ), (d,p), (�d,p),(d,d′), (p,p′), (13C,12Cγ)

3/2+2 3083 (α,nγ), (n,γ), (n,n′γ), (d,p), (�d,p), (d,d′), (p,p′)

3/2+3 3290 (n,n′γ), (d,p), (�d,p), (d,d′), (p,p′), (p,d), (d,α)

1/2+3 3331 (n,n′γ), (d,p), (p,p′), (d,t)

7/2+2 3469 (α,3He), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,α), (12C,11C), (16O,15O)

3/2+4 3681 6.6 ns (γ,γ), (α,3He), (d,p), (�d,p), (d,d′), (p,p′), (p,d)

3/2−1 4322 4.1 ns B(E1→ 5/2+

1 ) = 0.001 W.u., (γ,γ), (d,p), (p,p′), (p,d)





Ref. p. 4–165]92

40Zr

524–37

0+1 0

2+1 934

?

0+2 1383

?

?

4+1 1495

?

2+2 1847

?

?

2+3 2067

?

?

?

3−1 2340

?

?

?

?

?

4+2 2398

?

?

5−1 2486

?

2+4 2820

?

?

?

?

?

4+3 2863

?

?

0+3 2904

?

?

6+1 2958

?

2+5 3058

?

?

?

4+4 3178

?

?

4+5 3237

?

6+2 3304

5−2 3345

3−2 3382

3−3 3446

2+6 3500

?

?

?

?

Jπn Sn =8634.8 keV, Sp = 9396.4 keV, ∆ = −88454.559 keV E [keV]


4–3892

40Zr

52[Ref. p. 4–165


[keV] Refs. [92B1, 97A, 99B]

0+1 0 stable (48Ca,4nγ), (7Li,2npγ), (t,p), (α,2He), (n,γ), (d,p), (�d,p), (α,3He),

Coul.ex., (n,n′) (n,n′γ), (p,p′), (�p,p′) (p,p′γ), (d,d′), (�d,d), (t,t′),(3He,3He′), (α,α′), (µ−,nγ), (d,3He), (6Li,8B), (p,t), (16O,16O′),(18O,18O′), (n,α), (e,e′), (α,p), (d,6,Li), (14C,16O)

2+1 934 5.0 ps B(E2→ 0+

1 ) = 6.4 W.u., log ft = 8.54 (β− from 2−),log ft = 6.17 (EC from 2+), µ = −0.06 µn,(48Ca,4nγ), (7Li,2npγ), (t,p), (n,γ), (d,p), (�d,p), (α,3He), Coul.ex.,(n,n′) (n,n′γ), (p,p′), (�p,p′) (p,p′γ), (d,d′), (�d,d), (t,t′), (3He,3He′),(α,α′), (µ−,nγ), (d,3He), (6Li,8B), (p,t), (16O,16O′), (18O,18O′),(n,α), (e,e′), (α,p), (d,6,Li), (14C,16O),

0+2 1383 88 ps B(E2→ 2+

1 ) = 14.3 W.u., B(E0→ 0+1 ) = 0.041 W.u.,

(t,p), (n,γ), (d,p), (�d,p), (n,n′) (n,n′γ), (p,p′), (�p,p′) (p,p′γ), (d,d′),(�d,d), (µ−,nγ), (d,3He), (6Li,8B), (p,t), (α,p), (d,6,Li), (14C,16O)

4+1 1495 102 ps B(E2→ 2+

1 ) = 4.04 W.u., (48Ca,4nγ), (7Li,2npγ), (t,p), (α,2He),(n,γ), (d,p), (�d,p), (α,3He), (n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′),(�d,d), (t,t′), (3He,3He′), (α,α′), (µ−,nγ), (6Li,8B), (p,t), (16O,16O′),(18O,18O′), (α,p), (d,6,Li), (14C,16O)

2+2 1847 log ft = 6.47 (EC from 2+), (t,p), (n,γ), (d,p), (�d,p), (α,3He), (n,n′)

(n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′), (3He,3He′), (α,α′), (d,3He),(p,t), (16O,16O′), (18O,18O′), (α,p), (d,6,Li), (14C,16O)

2+3 2067 log ft = 7.8 (EC from 2+), (t,p), (n,γ), (d,p), (�d,p), (α,3He), (n,n′)

(n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′), (α,α′), (d,6,Li), (14C,16O)3−

1 2340 log ft = 6.96 (β− from 2−), (t,p), (α,2He), (n,γ), (d,p), (�d,p), (α,3He),(n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′), (3He,3He′), (α,α′),(d,3He), (p,t), (16O,16O′), (18O,18O′), (d,6,Li)

4+2 2398 (t,p), (n,γ), (d,p), (�d,p), (α,3He), (n,n′) (n,n′γ), (α,α′), (p,t)

5−1 2486 ≤3.5 ns (7Li,2npγ), (t,p), (n,γ), (n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d),

(α,α′), (d,3He), (p,t), (d,6,Li)2+

4 2820 log ft = 8.0 (β− from 2−), (t,p), (n,γ), (d,p), (�d,p), (n,n′) (n,n′γ),(p,p′), (�p,p′), (α,α′)

4+3 2863 (t,p), (d,p), (�d,p), (n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′),

(α,α′), (d,6,Li)0+

3 2904 (n,n′γ), (t,p)6+

1 2958 ≤3.5 ns B(E2→ 4+1 ) > 0.00098 W.u., (48Ca,4nγ), (7Li,2npγ), (t,p), (d,p),

(�d,p), (α,3He), (p,p′), (�p,p′) (α,α′)2+

5 3058 (t,p), (d,p), (�d,p), (n,n′), (n,n′γ), (p,p′), (�p,p′), (d,d′), (�d,d), (t,t′),(α,α′)

4+4 3178 (n,γ), (n,n′), (n,n′γ), (p,p′), (�p,p′), (t,t′), (α,α′)

4+5 3237 (t,p), (d,p), (�d,p), (α,3He), (n,n′γ), (p,p′), (�p,p′), (d,d′), (�d,d), (α,α′)

6+2 3304 (t,p), (t,t′)

5−2 3345 (α,3He), (p,p′), (�p,p′), (t,t′), (α,α′)

3−2 3382 (d,p), (�d,p), (α,α′), (p,t)

3−3 3446 (p,p′), (�p,p′), (d,d′), (�d,d), (t,t′), (α,α′)

2+6 3500 (t,p), (α,2He), (n,γ), (α,3He)

0+4 3589 (t,p), (α,2He), (α,α′)

2+7 3760 (t,p), (α,3He)

5−3 3767 (α,α′)





Ref. p. 4–165]92

40Zr

524–39


[keV] Refs. [92B1, 97A, 99B]

5−4 3944 (α,3He), (p,p′), (�p,p′), (α,α′), (d,3He)

0+5 3992 (t,p), (p,p′), (�p,p′), (α,α′)

4+6 4040 (t,p), (d,p), (�d,p), (α,3He), (p,p′), (�p,p′), (d,d′), (�d,d), (α,α′)

4+7 4082 (t,p), (d,p), (�d,p), (α,α′)

4+8 4161 (t,p), (α,3He), (p,p′), (�p,p′)

3−4 4181 (α,α′)

4+9 4256 (d,p), (�d,p), (α,α′)

0+6 4283 (t,p), (d,3He)

2+8 4332 (t,p), (p,p′), (�p,p′), (α,α′)

2+9 4397 (α,α′)

4+10 4465 (d,p), (�d,p), (α,3He), (p,p′), (�p,p′), (d,d′), (�d,d), (α,α′)

3−5 4539 (α,α′)

5−5 4928 (d,p), (�d,p), (α,α′)

4+11 5056 (α,α′)

3−6 5685 (α,α′)

3−7 5885 (α,α′), (α,2He)

3−8 6056 (α,α′)

3−9 6187 (α,α′)

3−10 6334 (α,α′)

3−11 6436 (α,α′)





4–4093

40Zr

53[Ref. p. 4–165

5/2+1 0

3/2+1 267

?

1/2+1 947

?

?

1/2+2 1018

1/2+3 1169

?

1/2+4 1222

1/2+5 1910

?

?

1/2+6 2095

?



[keV] Refs. [97B1, 97A, 99B]

5/2+1 0 1.53 My log1u ft = 9.095 (β− from 1/2−), (α,3He), (d,p), (n,γ), (d,t), (p,d),

(�p,d), (3He,α), (36S,Fγ)3/2+

1 267 1.45 ns B(M1/E2→ 5/2+1 ) = 0.00032/6.6 W.u., (δ = 1.2),

log ft = 8.82 (β− from 1/2−), (α,3He), (d,p), (n,γ)1/2+

1 947 log ft = 8.53 (β− from 1/2−), (d,p), (n,γ), (d,t)1/2+

2 1018 (d,p)1/2+

3 1169 (d,p)1/2+

4 1222 (d,p)1/2+

5 1910 log ft = 9.00 (β− from 1/2−), (d,p), (n,γ), (d,t)1/2+

6 2095 (d,p), (n,γ)1/2+

7 2391 (d,p)1/2+

8 3077 (d,p)





Ref. p. 4–165]94

40Zr

544–41

0+1 0

2+1 919

?

0+2 1300

?

?

4+1 1470

?

2+2 1671

?

?

3−1 2058

?

?

2+3 2151

?

4+2 2330

?

2+4 2366

?

?

?

?

5−1 2605

?

4+3 2861

?

4+4 2888

?

5−2 2945

?

4+5 3156

?

3−2 3219

?

?

?

2+5 3281

5−3 3331

3−3 3361

?

?

?



4–4294

40Zr

54[Ref. p. 4–165


[keV] Refs. [92T, 97A, 99B]

0+1 0 stable log1u ft = 9.35 (β− from 2−),

(t,p), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (t,t′), (3He,3He′), (α,α′), Coul.ex., (6Li,8B), (14C,16O), (p,t), (d,6Li)

2+1 919 7.7 ps B(E2→ 0+

1 ) = 4.4 W.u.,log ft = 7.18 (β− from 2−), µ = −0.52 µn,(t,p), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (t,t′), (3He,3He′), (α,α′), Coul.ex., (6Li,8B), (14C,16O), (p,t), (d,6Li)

0+2 1300 0.291 ns B(E2→ 2+

1 ) = 9.3 W.u.,log1u ft = 9.87 (β− from 2−),(t,p), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (t,t′), (6Li,8B), (14C,16O), (p,t),(d,6Li)

4+1 1470 0.500 ns B(E2→ 2+

1 ) = 0.876 W.u.,log1u ft = 9.39 (β− from 2−),(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′), (p,t), (d,6Li)

2+2 1671 log ft = 7.87 (β− from 2−),

(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (3He,3He′), (α,α′), (6Li,8B),(14C,16O), (p,t), (d,6Li)

3−1 2058 log ft = 7.43 (β− from 2−),

(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (3He,3He′), (α,α′), (p,t), (d,6Li)2+

3 2151 log ft = 8.57 (β− from 2−),(n,n′γ), (p,p′), (d,d′), (p,t)

4+2 2330 log1u ft > 10.8 (β− from 2−),

(n,n′γ), (p,p′), (α,α′), (d,d′)2+

4 2366 log ft = 8.19 (β− from 2−),(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′), (p,t), (d,6Li)

5−1 2605 log ft = 8.591 (β− from 2−),

(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′), (p,t), (d,6Li)4+

3 2861 (n,n′γ), (d,d′), (t,t′)4+

4 2888 (t,p), (n,n′γ), (p,p′), (d,d′), (α,α′)5−

2 2945 (t,p), (n,n′γ), (p,p′), (α,α′)4+

5 3156 (t,p), (n,n′γ), (p,p′), (d,d′), (α,α′)3−

2 3219 log ft = 7.24 (β− from 2−),(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′)

2+5 3281 (d,d′)

5−3 3331 (p,p′), (d,d′), (α,α′)

3−3 3361 log ft = 7.31 (β− from 2−),

(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′)4+

6 3560 (t,p), (d,d′), (α,α′)5−

4 3598 (p,p′), (d,d′), (α,α′)0+

3 3776 (d,d′), (p,p′)4+

7 3897 (t,p), (p,p′), (d,d′), (α,α′)7−

1 4149 (d,d′), (α,α′)4+

8 4340 (d,d′), (α,α′)





Ref. p. 4–165]95

40Zr

554–43

5/2+1 0

1/2+1 954

?

3/2+1 2372

?

?



[keV] Refs. [93B2, 97A, 99B]

5/2+1 0 64.02 d log1u ft = 8.61 (β− from 1/2−),

µ = 1.103 µn, Q = 0.29 barn,(n,γ), (d,p), (d,pγ), (α,3He), (p,d), (d,t), (3He,α)

1/2+1 954 log ft = 8.0 (β− from 1/2−),

(n,γ), (d,p), (d,pγ), (α,3He), (p,d), (d,t), (3He,α), (p,p), (p,p′)3/2+

1 2372 log ft = 6.70 (β− from 1/2−),(n,γ), (d,p), (d,pγ), (α,3He), (p,d), (d,t), (3He,α), (p,p), (p,p′)





4–4496

40Zr

56[Ref. p. 4–165

0+1 0

0+2 1582

?

2+1 1751

?

3−1 1897

?

?

2+2 2226

?

?

?

?

3+2 2439

?

2+3 2669

?

?

?

0+3 2695

?

?

?

4+1 2750

4+2 2857

?

?

?

0+4 2925

?

?

3−3 3039

4+3 3082

?

?

?

?

?

5−1 3120

?

4+4 3176

?

?

2+4 3212

?

?

?

2+5 3249

?

?

4+5 3427

2+6 3472

?

6+1 3482

?

?

?

2+7 3509

?

?

?

2+8 3556

?

1+1 3621

?

1+1 3701

?

4+6 3749

?

2+9 3761

6+2 3771

?

?

?

?

2+10 3857

?

4+7 3895

1+1 3947

?

5−2 4014

?

3−4 4030

1+1 4037

?

5−3 4038

2+11 4055

1+1 4132

?

5−4 4160

4+8 4205

7−1 4234

?

?

3−5 4257

?

2+12 4341

8+1 4389

?

?

?



Ref. p. 4–165]96

40Zr

564–45


[keV] Refs. [97B2, 97A, 99B]

0+1 0 stable log ft = 5.583 (β− from 0−),

(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (t,t′), (α,α′), (12C,12C′),(16O,16O′), Coul.ex., (6Li,8B), (d,6Li)

0+2 1582 38.0 ns log ft = 6.97 (β− from 0−), B(E0→ 0+

1 ) = 0.32 W.u.,(n,n′γ), (t,p), (t,pγ), (p,p′γ), (d,d′), (6Li,8B), (d,6Li)

2+1 1751 0.31 ps B(E2→ 0+

1 ) = 4.30 W.u.,(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (α,α′), (12C,12C′),(16O,16O′), Coul.ex., (d,6Li)

3−1 1897 50 ps B(E1→ 2+

1 ) = 0.0017 W.u., B(E3→ 0+1 ) = 74.0 W.u.,

(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (t,t′), (α,α′), (d,6Li),(12C,12C′), (16O,16O′)

2+2 2226 <10 ps B(E1→ 3−

1 ) > 0.000064 W.u., B(E2→ 0+2 ) > 2.70 W.u.,

B(E2→ 0+1 ) > 0.02 W.u.,

B(M1/E2→ 2+1 ) > 0.0058/0.16 W.u., (δ = −0.09),

(n,n′γ), (t,pγ), (p,p′γ), (d,d′), (t,t′), (d,6Li)3+

2 2439 0.38 ps B(M1→ 2+1 ) = 0.18 W.u.,

(n,n′γ), (t,pγ), (p,p′γ), (d,d′), (t,t′)2+

3 2669 0.24 ps B(E1→ 3−1 ) = 0.0007 W.u.,

B(M1/E2→ 2+1 ) = 0.04/50.0 W.u.,

(n,n′γ), (p,p′γ), (d,d′), (t,pγ), (t,t′)0+

3 2695 28 ps log ft = 7.40 (β− from 0−),(n,n′γ), (t,pγ), (p,p′γ), (d,d′)

4+1 2750 (d,6Li)

4+2 2857 0.59 ps B(E2→ 2+

2 ) = 60.0 W.u.,B(E2→ 2+

1 ) = 16.0 W.u.,(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (α,α′), (d,6Li), (t,t′)

0+4 2925 20 ps log ft = 7.91 (β− from 0−), (n,n′γ), (t,pγ), (α,α′), (p,p′γ), (t,p),

(n,n′γ)3−

3 3039 (p,p′)4+

3 3082 >1.4 ps B(E2→ 2+2 )¡1.8 W.u.,

(t,pγ), (n,n′γ), (p,p′γ), (α,α′), (t,p), (p,p′), (d,d′)5−

1 3120 0.58 ps B(E2→ 3−1 ) = 14.0 W.u.,

(t,pγ), (n,n′γ), (p,p′γ), (p,p′), (d,d′), (α,α′)4+

4 3176 0.39 ps B(E1→ 3−1 ) = 0.0004 W.u., B(E2→ 2+

1 ) = 0.4 W.u.,(n,n′γ), (t,pγ), (p,p′γ), (p,p′), (α,α′), (t,p), (d,d′)

2+4 3212 0.09 ps (n,n′γ), (t,pγ), (p,p′), (p,p′γ), (d,d′), (t,t′)

2+5 3249 0.19 ps (n,n′γ), (p,p′), (d,d′), (α,α′)

4+5 3427 (p,p′), (d,d′), (α,α′)

2+6 3472 0.14 ps (n,n′γ), (p,p′), (d,d′), (α,α′)

6+1 3482 25 ps (n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), (t,pγ), (t,p), (t,t′)

2+7 3509 0.10 ps (n,n′γ), (p,p′γ), (p,p′), (d,d′)

2+8 3556 0.16 ps B(E2→ 0+

1 ) = 0.24 W.u.,(n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′)

1+1 3621 0.005 ps B(M1→ 0+

1 ) = 0.09 W.u., (n,n′γ), (d,d′)1+

1 3701 0.006 ps log ft = 8.05 (β− from 0−), B(M1→ 0+1 ) = 0.07 W.u., (n,n′γ)

4+6 3749 >0.26 ps (n,n′γ), (t,pγ), (p,p′), (d,d′), (t,t′), (α,α′)

2+9 3761 (t,p), (t,t′)

6+2 3771 (t,pγ), (d,d′)

2+10 3857 0.055 ps B(E2→ 0+

1 ) = 0.46 W.u., (n,n′γ), (d,d′)4+

7 3895 (p,p′)





4–4696

40Zr

56[Ref. p. 4–165


[keV] Refs. [97B2, 97A, 99B]

1+1 3947 0.010 ps B(M1→ 0+

1 ) = 0.036 W.u., (n,n′γ)5−

2 4014 (n,n′γ), (t,pγ), (p,p′γ), (d,d′)3−

4 4030 (t,p), (d,d′)1+

1 4037 0.007 ps B(M1→ 0+1 ) = 0.05 W.u., (n,n′γ)

5−3 4038 (p,p′), (t,t′), (α,α′)

2+11 4055 (p,p′)

1+1 4132 <0.017 ps B(M1→ 0+

1 ) > 0.018 W.u., (n,n′γ)5−

4 4160 (t,t′)4+

8 4205 (p,p′), (d,d′)7−

1 4234 log ft = 5.99 (β− from (8)+),(t,pγ), (p,p′), (d,d′), (α,α′)

3−5 4257 log ft = 7.68 (β− from 0−), (t,p), (d,d′)

2+12 4341 (t,p), (d,d′), (α,α′), (p,p′)

8+1 4389 127 ps log ft = 4.18 (β− from (8)+), (t,pγ), (t,t′)

6+3 4430 (p,p′), (d,d′), (α,α′)

5−5 4470 (p,p′), (d,d′), (α,α′)

4+9 4479 (t,t′)

3−6 4531 (p,p′)

4+10 4580 (d,d′), (α,α′)

2+13 4698 (t,t′)

3−7 4807 (p,p′), (t,t′), (α,α′)

4+11 5329 (p,p′), (α,α′)

4+12 5371 (α,α′)





Ref. p. 4–165]97

40Zr

574–47

1/2+1 0

3/2+1 1103

?

7/2+1 1264

?

?



[keV] Refs. [93A, 97A, 99B]

1/2+1 0 16.90 h log ft = 5.7011 (β− from (1/2−)),

(d,p), (α,3He)3/2+

1 1103 log ft = 6.8 (β− from (1/2−)),(d,p), (α,3He)

7/2+1 1264 103 ns B(E2→ 3/2−

1 ) = 1.53 W.u.,B(M3→ 1/2+

1 ) = 6.9× 10−12 W.u., µ = 1.37 µn,(d,p), (α,3He), (12C,11C)

11/2−1 2265 (d,p), (α,3He), (12C,11C)





4–4890

41Nb

49[Ref. p. 4–165

8+1 0

6+1 122

?

4−1 125

?

7+1 171

?

5+1 285

?

1+1 382

?

3+1 651

1+2 1344

1+3 1769

?

?

1+4 1845

?



[keV] Refs. [97B4, 97A, 99B]

8+1 0 14.60 h µ = 4.961 µn, (p,nγ), (3He,t), (d,α), (α,3nγ), (3He,p2nγ), (12C,12B)

6+1 122 63 µs B(E2→ 8+

1 ) = 0.0086 W.u., µ = 3.720 µn, (p,nγ), (3He,t), (α,3nγ),(3He,p2nγ)

4−1 125 18.81 s (p,nγ), (d,α), (α,3nγ), (3He,p2nγ)

7+1 171 <1 µs (p,nγ), (3He,t), (d,α), (α,3nγ), (3He,p2nγ)

5+1 285 B(M1/E2→ 6+

1 ) = W.u., (δ = 0.24), (p,nγ), (3He,t), (d,α), (α,3nγ),(3He,p2nγ)

1+1 382 6.19 ms B(E3/M4→ 4−

1 ) = 4.43/ W.u., (δ = 0.12),log ft = 5.31 (EC from 0+), (p,nγ), (d,α)

3+1 651 (p,nγ), (3He,t), (d,α), (α,3nγ), (3He,p2nγ)

1+2 1344 log ft = 6.65 (EC from 0+), (p,nγ), (d,α)



1+5 2126 log ft = 4.88 (EC from 0+), (p,nγ), (3He,t), (d,α), (p,n)

1+6 2309 log ft = 4.51 (EC from 0+), (p,nγ), (d,α), (p,n), (12C,12B)





Ref. p. 4–165]91

41Nb

504–49

9/2+1 0

1/2−1 104

?

3/2−1 1313

?

3/2−2 1613

?



[keV] Refs. [90M, 97A, 99B]

9/2+1 0 680 y log ft = 5.603 (β+ from 9/2+), (6Li,3nγ), (16O,2npγ), (α,2nγ),

(α,2npγ), (p,γ), (p,n), (p,nγ), (α,t), (d,n), (12C,11B), (16O,15N),(3He,d), (t,α), (d,3He), (7Li,6He), (13C,12B)

1/2−1 104 60.86 d B(M4→ 9/2+

1 ) = 17.9 W.u., log ft = 5.9713 (β+ from 1/2−),(6Li,3nγ), (16O,2npγ), (α,2nγ), (p,γ), (p,n), (p,nγ), (α,t), (3He,d),(t,α), (d,3He), (7Li,6He)

3/2−1 1313 0.166 ps log ft = 4.79 (β+ from 1/2−), (6Li,3nγ), (16O,2npγ), (α,2nγ), (p,γ),

(p,n), (p,nγ), (α,t), (12C,11B), (16O,15N), (3He,d), (t,α), (d,3He),(7Li,6He)

3/2−2 1613 0.054 ps log ft = 4.45 (β+ from 1/2−), (p,γ), (p,n), (p,nγ), (d,n), (12C,11B),

(16O,15N), (3He,d), (t,α), (d,3He), (7Li,6He)1/2+

1 4164 (d,n), (3He,d)1/2+

2 4441 (d,n), (3He,d), (t,α), (7Li,6He)1/2+

3 5622 (3He,d)1/2+

4 5685 (d,n), (3He,d)1/2+

5 5788 (3He,d)1/2+

6 5840 (d,n), (3He,d)1/2+

7 7007 (3He,d)





4–5093

41Nb

52[Ref. p. 4–165

9/2+1 0

1/2−1 31

?

3/2−1 687

?

7/2+1 744

?

5/2+1 809

?

?

5/2−1 810

?

13/2+1 950

?

11/2+1 979

?

9/2+2 1083

?

?

9/2+3 1297

?

?

?

17/2+1 1335

?

5/2+2 1665

?



[keV] Refs. [97B1, 97A, 99B]

9/2+1 0 stable log ft > 11 (EC from 5/2+), (α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′),

(3He,d), (d,3He), (α,d), (α,pγ), (p,α), (16O,p2nγ), (d,d′), (�d,d), (e,e′)1/2−

1 31 16.13 y log1u ft = 10.04 (β− from 5/2+), log ft = 10.06 (EC from 5/2+),B(M4→ 9/2+

1 ) = 10.9 W.u., (n,n′γ), (3He,d), (d,3He), (α,pγ), (p,α)3/2−

1 687 0.28 ps B(M1/E2→ 1/2−1 ) = 0.28/11 W.u., (δ = −0.13),

(α,t), (n,n′γ), (3He,d), (d,3He), (α,pγ), (p,α)7/2+

1 744 0.57 ps B(M1/E2→ 9/2+1 ) = 0.089/8.8 W.u., (δ = 0.236),

(p,p′), Coul. ex., (n,n′γ), (α,pγ), (d,d′), (�d,d)5/2+

1 809 6.16 ps B(M1→ 7/2+1 ) = 0.162 W.u., B(E2→ 9/2+

1 ) = 10.5 W.u.,(α,t), (p,p′), Coul. ex., (n,n′γ), (3He,d), (α,d), (α,pγ), (p,α)

5/2−1 810 >1.0 ps B(E2→ 1/2−

1 ) < 79 W.u., (α,t), (p,p′), (n,n′γ), (α,d), (α,pγ), (p,α)13/2+

1 950 4.36 ps B(E2→ 9/2+1 ) = 6.71 W.u., (α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′),

(α,d), (α,pγ), (p,α), (16O,p2nγ), (d,d′), (�d,d)11/2+

1 979 0.251 ps B(M1/E2→ 9/2+1 ) = 0.088/5.93 W.u.,(δ = −0.251),

(α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′), (α,d), (α,pγ), (d,d′), (�d,d)9/2+

2 1083 2.9 ps B(M1/E2→ 7/2+1 ) = 0.136/17 W.u., (δ = −0.12),

B(M1/E2→ 9/2+1 ) = 5.3× 10−4/1.07 W.u., (δ = 1.50),

(α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′), (3He,d), (α,pγ), (p,α), (d,d′),(�d,d)

9/2+3 1297 0.21 ps B(M1→ 11/2+

1 ) = 0.8 W.u., B(M1/E2→ 7/2+1 ) = 0.15/ W.u.,

(δ = −0.30), B(M1/E2→ 9/2+1 ) = 0.022/1.52 W.u., (δ = 0.33),

(α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′), (α,d)17/2+

1 1335 <14 ns B(E2→ 13/2+1 ) > 0.19 W.u., (n,n′γ), (16O,p2nγ)

5/2+2 1665 (α,t), (n,n′γ), (3He,d), (α,d), (p,α), (d,d′), (�d,d)





Ref. p. 4–165]95

41Nb

544–51

9/2+1 0

1/2−1 236

?

7/2+1 724

?

7/2+2 757

?



[keV] Refs. [93B2, 97A, 99B]

9/2+1 0 34.975 d log ft = 11.21 (β− from 5/2+),

µ = 6.141 µn, Q < 0 barn,(3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)

1/2−1 236 86.6 h B(M4→ 9/2+

1 ) = 8.35 W.u.,log1u ft = 10.26 (β− from 5/2+),(3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)

7/2+1 724 ≤ 70 ps (M1/E2→ 9/2+

1 :δ = −0.11),log ft = 6.98 (β− from 5/2+)

7/2+2 757 ≤ 70 ps (M1/E2→ 9/2+

1 :δ = 0.14),log ft = 6.76 (β− from 5/2+)

3/2−1 799 (3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)

3/2−2 1219 (3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)

5/2−1 1273 (3He,d), (α,t), (16O,15N), (�t,α), (d,α)

3/2−3 1589 (�t,α)

5/2+1 1813 (3He,d), (α,t), (16O,15N), (�t,α), (d,α)

5/2−2 2302 (�t,α), (d,3He), (d,α)

1/2−2 2383 (�t,α)

1/2−3 2486 (�t,α)

5/2−3 2599 (�t,α)

5/2−4 2724 (�t,α)

3/2−4 2768 (3He,d), (α,t), (16O,15N), (�t,α), (d,α)

1/2+1 12852 (p,p), (p,p′)

3/2+1 13601 (p,p), (p,p′)

5/2+2 13721 (p,p), (p,p′)

3/2+2 14630 (p,p), (p,p′)





4–5292

42Mo

50[Ref. p. 4–165

0+1 0

2+1 1509

?

4+1 2283

?

0+2 2521

?

5−1 2527

?

6+1 2612

?

?

8+1 2760

?

3−1 2850

?

?

2+2 3091

?

?

4+2 3369

?

?

2+3 3542

?

?

3−2 3580

?

?

7−1 3624

?

4+3 3688

?

?

0+3 3841

?

4+4 3876

?

?

2+4 3925

?

?

4+5 3962

?

?

?

4+6 4140

5−2 4159

2+5 4300

5−3 4312

2+6 4487

4+7 4510

?

7−2 4554

4+8 4728

4+9 4898

7+1 4918

?

?



[keV] Refs. [92B1, 97A, 99B]

0+1 0 stable (32S,2n2pγ), (α,2nγ), (γ,γ), (α,α′γ), (p,pγ), (n,n′), (n,n′γ), (e,e’),

(p,p′), (�p,p′), (d,d′), (�d,d), (3He,dp), (α,α′), (p,t), (�p,t), (3He,3He′),(3He,n), (12C,10Be), (16O,14C), Coul. ex., (14C,14C′), (37Cl,2p2nγ)





Ref. p. 4–165]92

42Mo

504–53


[keV] Refs. [92B1, 97A, 99B]

2+1 1509 0.35 ps B(E2→ 0+

1 ) = 8.6 W.u., (32S,2n2pγ), (α,2nγ), (γ,γ), (α,α′γ), (p,pγ),(n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′), (d,d′), (�d,d), (3He,dp), (α,α′),(p,t), (�p,t), (3He,3He′), (3He,n), (12C,10Be), (16O,14C), Coul. ex.,(14C,14C′), (37Cl,2p2nγ)

4+1 2283 >3.4 ps (32S,2n2pγ), (α,2nγ), (p,pγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′),

(d,d′), (�d,d), (3He,dp), (α,α′),) (p,t), (�p,t), (37Cl,2p2nγ)0+

1 2521 >3.4 ps (p,pγ), (n,n′), (n,n′γ), (3He,dp), (p,t), (�p,t), (3He,n)5−

1 2527 1.55 ns B(E1→ 4+1 ) = 0.0000145 W.u., (32S,2n2pγ), (α,2nγ), (p,pγ), (α,α′),

(e,e′), (d,d′), (�d,d), (3He,dp), (p,p′), (�p,p′), (37Cl,2p2nγ)6+

1 2612 1.53 ns B(E1→ 5−1 ) = 0.0000365 W.u., B(E2→ 4+

1 ) = 3.3 W.u.,(α,2nγ), (p,pγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′), (α,α′),(37Cl,2p2nγ)

8+1 2760 190 ns log ft = 5.43 (EC from (8)+), µ = 11.3 µn, Q = −0.34 barn,

B(E2→ 6+1 ) = 1.31 W.u., (α,2nγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′),

(37Cl,2p2nγ)3−

1 2850 0.27 ps B(E1→ 4+1 ) = 0.001 W.u.,

B(E1/M2→ 2+1 ) = 0.00048/ < 1 W.u., (δ = −0.04),

(α,α′γ), (p,pγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′), (d,d′), (�d,d),(3He,dp), (α,α′), (p,t), (�p,t), (14C,14C′)

2+1 3091 33.5 fs B(M1/E2→ 2+

1 ) = 0.023/3.8 W.u., (δ = 0.63),B(E2→ 0+

1 ) = 1.99 W.u., (γ,γ), (α,α′γ), (p,pγ), (n,n′), (n,n′γ), (e,e′),(p,p′), (�p,p′), (d,d′), (�d,d), (α,α′), (p,t), (�p,t)

4+1 3369 >3.4 ps (α,2nγ), (p,pγ), (p,p′), (�p,p′), (e,e′)

2+1 3542 0.09 ps B(M1/E2→ 2+

1 ) = 0.0064/5 W.u., (δ = −1.7),B(E2→ 0+

1 ) = 0.06 W.u., (p,pγ), (p,p′), (�p,p′), (p,t), (�p,t), (e,e′)3−

1 3580 >0.21 ps (p,pγ), (e,e′), (p,p′), (�p,p′), (α,α′)7−

1 3624 (32S,2n2pγ), (α,2nγ), (e,e′), (p,p′), (�p,p′), (37Cl,2p2nγ)4+

1 3688 >0.69 ps (p,pγ), (p,p′), (�p,p′)0+

1 3841 >0.21 ps B(E2→ 2+1 ) =< 1.6 W.u., (p,pγ), (p,p′), (�p,p′), (p,t), (�p,t)

4+1 3876 (p,pγ), (p,p′), (�p,p′), (e,e′)

2+1 3925 10.7 fs B(E2→ 0+

1 ) = 1.5 W.u., (γ,γ), (p,pγ), (e,e′), (p,p′), (�p,p′), (α,α′),(p,t), (�p,t)

4+1 3962 >0.21 ps (p,pγ), (p,p′), (�p,p′)

4+1 4140 (α,α′), (p,t), (�p,t), (p,p′), (�p,p′)

5−1 4159 (p,p′), (�p,p′), (e,e′)

2+1 4300 (α,α′), (p,t), (�p,t)

5−1 4312 (e,e′), (p,p′), (�p,p′), (α,α′)

2+1 4487 (e,e′), (p,p′), (�p,p′), (p,t), (�p,t)

4+1 4510 (α,α′γ), (α,α′)

7−1 4554 (e,e′), (p,p′), (�p,p′)

4+1 4728 (e,e′), (p,p′), (�p,p′)

4+1 4898 (e,e′), (p,p′), (�p,p′)

7+1 4918 log ft = 5.72 (EC from (8)+), (e,e′)

3−1 4924 (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)

4+1 5074 (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)

4+1 5088 (e,e′), (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)

0+1 5150 (p,t), (�p,t)

3−1 5316 (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)

3−1 5844 (p,p′), (�p,p′), (p,t), (�p,t)





4–5493

42Mo

51[Ref. p. 4–165

5/2+1 0

1/2+1 943

?

7/2+1 1363

?

9/2+1 1477

?

?

3/2+1 1492

?

7/2+2 1520

?

5/2+2 1695

?

?

?

13/2+1 2162

?

3/2+2 2181

?

?

?

21/2+1 2425

?

1/2+2 2437

?

?

?

1/2+3 2670

?

1/2+4 2704

?

?

?

1/2+5 2842

?

?

?



[keV] Refs. [97B1, 97A, 99B]

5/2+1 0 4 ky (d,p), (d,pγ), (n,γ), (t,d), (13C,12Cγ), (p,nγ), (p,n), (d,t), (p,d),

(3He,α), (p,t), (16O,15O), (α,3He), (16O,3nγ), (3He,t)1/2+

1 943 0.4 ps B(E2→ 5/2+1 ) = 76 W.u., log ft = 6.50 (EC from 1/2−),

(d,p), (d,pγ), (n,γ), (t,d), (13C,12Cγ), (p,nγ), (p,n), (d,t), (p,d), (p,t),(16O,15O), (α,3He)

7/2+1 1363 104 fs B(M1/E2→ 5/2+

1 ) = 0.068/8.7 W.u., (δ = 0.48),log ft = 4.908 (EC from 9/2+), (d,p), (d,pγ), (13C,12Cγ), (p,nγ),(p,n), (d,t), (p,d), (3He,α), (p,t), (16O,15O), (α,3He)

9/2+1 1477 0.27 ps B(M1/E2→ 7/2+

1 ) = 0.38/ < 300 W.u., (δ = 0.11),B(E2→ 5/2+

1 ) = 12 W.u., log ft = 5.71 (EC from 9/2+),(d,p), (d,pγ), (13C,12Cγ), (p,nγ), (p,n), (d,t), (p,d), (3He,α), (p,t),(16O,15O), (α,3He)

3/2+1 1492 13.9 fs log ft = 6.50 (EC from 1/2−), (d,p), (d,pγ), (n,γ), (13C,12Cγ), (p,nγ),

(p,n), (d,t), (p,d), (p,t), (16O,15O), (α,3He)7/2+

2 1520 0.8 ps B(M1/E2→ 5/2+1 ) = 2.9× 10−3/2.2 W.u., (δ = 1.3),

log ft = 5.236 (EC from 9/2+), (d,p), (d,pγ), (13C,12Cγ), (p,nγ),(p,n), (d,t), (p,t), (16O,15O), (α,3He)

5/2+2 1695 75 fs (d,p), (d,pγ), (n,γ), (13C,12Cγ), (p,nγ), (p,n), (p,t)

13/2+1 2162 46 ps B(E2→ 9/2+

1 ) = 417 W.u., (p,nγ), (p,n)3/2+

2 2181 37 fs log ft = 6.09 (EC from 1/2−), (d,p), (d,pγ), (n,γ), (13C,12Cγ), (p,nγ),(p,n), (p,t)

21/2+1 2425 6.85 h B(E4→ 13/2+

1 ) = 1.431 W.u., µ = 9.93 µn, (p,nγ), (p,n), (16O,3nγ)1/2+

2 2437 (p,nγ), (p,n), (16O,3nγ) (p,nγ), (p,n), (16O,3nγ)1/2+

3 2670 22 fs (d,p), (d,pγ), (n,γ)1/2+

4 2704 0.11 ps (d,p), (d,pγ), (n,γ), (13C,12Cγ)1/2+

5 2842 (d,p), (d,pγ)5/2+

3 4220 (d,t), (p,t)





Ref. p. 4–165]94

42Mo

524–55

0+1 0

2+1 871

?

4+1 1574

?

0+2 1743

?

2+2 1864

?

?

2+3 2067

?

?

4+2 2295

?

2+4 2393

?

?

6+1 2423

?

3−1 2534

?

?

?

?

4+3 2567

?

2+5 2860

3−2 3012

?

4+4 3204

1−1 3264

?

?

0+3 3320

6+2 3340

?

?

2+6 3534

0+4 3700

2+7 3793

?

?

Jπn Sn = 9680 keV, Sp = 8492.4keV, ∆ = −88410.338 keV E [keV]


4–5694

42Mo

52[Ref. p. 4–165


[keV] Refs. [92T, 97A, 99B]

0+1 0 stable (16O,12Cγ), (3He,n), (α,2nγ), (t,p), (3He,d), (16O,15N), (α,4nγ),

(γ,γ′), (n,n′), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t),(p,t), (14C,16O)

2+1 871 2.88 ps B(E2→ 0+

1 ) = 15.42 W.u.,log ft = 6.5 (β− from 3+), Q = −0.13 barn,(16O,12Cγ), (α,2nγ), (t,p), (3He,d), (16O,15N), (α,4nγ), (γ,γ′), (n,n′),(n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t), (p,t), (14C,16O)

4+1 1574 5.0 ps B(E2→ 2+

1 ) = 24 W.u., log ft = 7.34 (β− from 3+)(16O,12Cγ), (α,2nγ), (t,p), (3He,d), (16O,15N), (α,4nγ), (n,n′),(n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t), (p,t)

0+2 1743 (t,p), (n,n′), (n,n′γ), (p,p′), (d,t)

2+2 1864 0.13 ps B(E2/M1→ 2+

1 ) = 130/0.032 W.u. (δ = −2.0),B(E2→ 0+

1 ) = 0.62 W.u., log ft = 6.76 (β− from 3+),(16O,12Cγ), (t,p), (3He,d), (γ,γ′), (n,n′), (n,n′γ), (p,p′), (p,p′γ),(d,d′), (α,α′), Coul. ex., (d,t), (p,t)

2+3 2067 0.0032 ps B(E2→ 0+

1 ) = 1.9 W.u., (16O,12Cγ), (t,p), (3He,d), (γ,γ′), (n,n′),(n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t), (p,t)

4+2 2295 (α,2nγ), (t,p), (3He,d), (n,n′), (n,n′γ), (p,p′), (d,t), (p,t)

2+4 2393 (16O,12Cγ), (t,p), (3He,d), (n,n′), (n,n′γ), (p,p′), (α,α′), (d,t), (p,t)

6+1 2423 log ft = 5.06 (β+ from 7+), (16O,12Cγ), (α,2nγ), (t,p), (3He,d),

(α,4nγ), (p,p′), (d,t), (p,t)3−

1 2534 (t,p), (3He,d), (n,n′), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex.,(d,t), (p,t)

4+3 2567 (t,p), (3He,d), (16O,15N), (n,n′), (n,n′γ), (d,t), (p,t)

2+5 2860 (α,α′), (p,p′)

3−2 3012 (t,p), (3He,d), (n,n′), (n,n′γ), (α,α′)

4+4 3204 (t,p), (p,p′)

1−1 3264 (t,p), (n,n′), (n,n′γ), (p,p′)

0+3 3320 (t,p), (p,t)

6+2 3340 log ft = 5.40 (β+ from 7+), (t,p)

2+6 3534 (t,p), (p,p′)

0+4 3700 (p,p′), (p,t)

2+7 3793 (t,p)

3−3 3800 (p,p′), (p,t)

4+4 3845 (t,p), (p,p′)

5−3 4032 (t,p)

2+8 4140 (p,p′), (p,t)

6+3 4174 (t,p)

4+5 4223 (t,p)





Ref. p. 4–165]95

42Mo

534–57

5/2+1 0

3/2+1 204

?

7/2+1 766

?

?

1/2+1 786

?

?

3/2+2 821

?

?

?

9/2+1 948

?

?

1/2+2 1039

?

?

?

?

5/2+2 1057

?

?

?

7/2+2 1074

?

?

?

?

?

1/2+3 1303

?

?

?

?

?

11/2+1 1541

?

?

?

3/2+3 1620

?

?

?

?

?

1/2+4 1698

11/2−1 1938

?

?



4–5895

42Mo

53[Ref. p. 4–165


[keV] Refs. [93B2, 97A, 99B]

5/2+1 0 stable µ = −0.9142 µn, Q = −0.022 barn,

(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t), (3He,α)

3/2+1 204 751 ps B(M1/E2→ 5/2+

1 ) = 0.00233/21.5W.u. (δ = −0.62), µ = −0.404 µn,log ft = 8.37 (β− from 1/2−), log ft = 8.35 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), Coul. ex., (p,d),(d,t), (3He,α)

7/2+1 766 4.4 ps B(E2→ 3/2+

1 ) = 0.012 W.u.,B(M1/E2→ 5/2+

1 ) = 0.0109/0.96 W.u. (δ = −0.14),log ft = 5.09 (β− from 9/2+), log ft = 4.469 (EC from 9/2+),(α,nγ), (α,3nγ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex., (p,d),(d,t), (3He,α)

1/2+1 786 4.33 ps B(ME2→ 5/2+

1 ) = 3.79 W.u.,B(M1/E2→ 3/2+

1 ) = 0.0187/3.9 W.u. (δ = 0.266),log ft = 8.45 (β− from 1/2−), log ft = 7.22 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t)

3/2+2 821 0.62 ps B(M1/E2→ 3/2+

1 ) = 0.0065/68 W.u. (δ = −2.0),B(M1/E2→ 5/2+

1 ) = 0.050/0.35 W.u. (δ = −0.068),log ft = 7.99 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t), (3He,α)

9/2+1 948 2.55 ps log ft = 6.52 (EC from 9/2+),

(α,nγ), (α,3nγ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex., (p,d),(d,t), (3He,α)

1/2+2 1039 0.32 ps B(M1/E2→ 3/2+

2 ) = 0.0062/69 W.u. (δ = 0.73),B(E2→ 1/2+

1 ) = 0.086 W.u., B(E2→ 5/2+1 ) = 5.4 W.u.,

B(M1/E2→ 3/2+1 ) = 0.104/0.22 W.u. (δ = 0.038),

log ft = 7.04 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t)

5/2+2 1057 ≤0.43 ps B(M1/E2→ 5/2+

1 ) = 0.014/39 W.u. (δ = 0.55),(α,nγ), (α,3nγ), (n,γ), Coul. ex., (p,d), (d,t), (3He,α)

7/2+2 1074 0.34 ps B(M1→ 9/2+

1 ) = 0.25 W.u., B(E2→ 3/2+1 ) = 8 W.u.,

B(M1/E2→ 5/2+1 ) = 0.024/10.7 W.u. (δ = −0.72),

log ft = 5.94 (EC from 9/2+),(α,nγ), (α,3nγ), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex., (p,d), (d,t)

1/2+3 1303 (n,γ), (d,p)

11/2+1 1541 ≤6.9 ns (α,nγ), (α,3nγ)

3/2+3 1620 log ft = 8.09 (EC from 1/2−),

(n,γ), (d,p), (p,d), (d,t)1/2+

4 1698 (d,p)11/2−

1 1938 ≤6.9 ns (α,nγ), (α,3nγ) (d,p) (3He,α), (p,d), (d,t)1/2+

5 2357 (d,p), (p,d), (d,t)1/2+

6 2602 (d,p), (p,d), (d,t)





Ref. p. 4–165]96

42Mo

544–59

0+1 0

2+1 778

?

0+2 1148

?

0+3 1330

2+2 1498

?

?

2+3 1626

?

?

?

4+1 1628

?

4+2 1870

?

?

?

3+1 1978

?

?

?

?

?

2+4 2096

?

?

4+3 2219

?

?

?

?

?

?

3−2 2234

?

?

?

?

2+5 2426

?

?

?

5+1 2439

?

?

?

?

6+1 2441

?

4+4 2476

3+2 2594

?

?

?

?

?

?

4+5 2625

?

?

4+6 2734

?

?

?

?

0+4 2742

6+2 2755

?

?

?

?

?

2+6 2787

?

?

4+7 2818

?

?

7+1 2875

?

?

5+2 2975

?

?

?

8+1 2979

?

0+5 3007

4+8 3178

?

?

3−3 3182

4+9 3187

?

4+10 3241

2+7 3284

?

?

?

4+11 3335

?

?

2+8 3375

4+12 3417

?

?

?

?

5−1 3418

2+9 3420

4+13 3442

?

?

?



4–6096

42Mo

54[Ref. p. 4–165


[keV] Refs. [93P, 97A, 99B]

0+1 0 stable (3He,n), (α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), Coul. ex.,

(p,d), (p,t), (d,6Li)2+

1 778 3.67 ps B(E2→ 0+1 ) = 20.7 W.u., Q = (−0.20 or + 0.04) barn,

(α,2nγ) (t,p), (n,γ), (p,p′), (α, α′), Coul. ex., (p,d), (p,t)0+

2 1148 61 ps (t,p), (n,γ), (n,n′γ), (p,p′), (α, α′), Coul. ex., (p,t), (d,6Li)0+

3 1330 (3He,n)2+

2 1498 0.78 ps B(M1/E2→ 2+1 ) = 0.048/18 W.u., (δ = 0.44), B(E2→ 0+

1 ) = 1.19 W.u.,(α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), Coul. ex., (p,d)

2+3 1626 (t,p), (n,γ), (p,p′), (α, α′), (p,d), (p,t)

4+1 1628 1.2 ps B(E2→ 2+

1 ) = 40 W.u., log ft = 6.73 (EC from 4+),(α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), Coul. ex., (p,d)

4+2 1870 6.4 ps B(E2→ 2+

2 ) = 23 W.u., B(E2→ 2+1 ) = 1.9 W.u.,

log ft = 6.99 (EC from 4+), (α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′),(α, α′), Coul. ex., (p,d), (d,6Li)

3+1 1978 log ft = 5.47 (EC from 4+), (α,2nγ), (t,p), (n,γ)

2+4 2096 (t,p), (n,γ), Coul. ex., (p,d), (p,t)

4+3 2219 (t,p), (n,γ), Coul. ex.

3−2 2234 (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), (p,d), (p,t), (d,6Li)

2+5 2426 (t,p), (n,γ), (p,p′)

5+1 2439 log ft = 5.78 (β− from 6+), log ft = 6.76 (EC from 4+), (α,2nγ), (t,p),

(n,γ)6+

1 2441 log ft = 7.41 (β− from 6+), log ft = 5.24 (EC from 7+), (α,2nγ), (t,p)4+

4 2476 (d,d′), (d,6Li)3+

2 2594 log ft = 5.35 (EC from 4+), (n,γ), (n,n′γ)4+

5 2625 log ft = 7.29 (EC from 4+), (t,p), (n,γ), (n,n′γ), (d,d′), (p,d), (d,6Li)4+

6 2734 (α,2nγ), (t,p)0+

4 2742 (p,d), (p,t), (d,6Li)6+

2 2755 log ft = 7.25 (β− from 6+), log ft = 5.03 (EC from 7+),(α,2nγ), (t,p), (d,d′), (p,d), (d,6Li)

2+6 2787 (t,p), (n,γ), (d,6Li)

4+7 2818 (t,p), (n,n′γ), (d,6Li)

7+1 2875 log ft = 6.77 (β− from 6+), log ft = 5.63 (EC from 7+), (n,n′γ), (d,6Li)

5+2 2976 log ft = 7.55 (β− from 6+), (t,p)

8+1 2979 (α,2nγ)

4+8 3178 (t,p), (d,6Li)

3−3 3182 (n,n′γ), (d,d′)

4+9 3187 (t,p), (d,6Li)

4+10 3241 (n,n′γ), (d,6Li)

2+7 3284 (t,p), (n,n′γ), (d,6Li)

4+11 3335 (t,p), (n,n′γ), (d,6Li)

2+8 3375 (d,6Li)

4+12 3417 (t,p)

5−1 3418 (d,6Li)

2+9 3420 (d,d′)

4+13 3442 (t,p), (n,n′γ), (d,6Li)

2+10 3473 (n,n′γ), (d,6Li)

3−4 3551 (t,p), (n,n′γ)

5−2 3556 (d,6Li)

2+11 3597 (n,n′γ), (d,6Li)





Ref. p. 4–165]97

42Mo

554–61

5/2+1 0

3/2+1 481

?

7/2+1 658

?

1/2+1 680

?

5/2+2 719

?

?

3/2+2 721

?

1/2+2 888

?

?

7/2+2 1024

?

?

?

3/2+3 1093

?

?

11/2−1 1116

9/2+1 1117

?

?

?

7/2+3 1269

?

?

?

5/2+3 1271

?

?

3/2+4 1322

?

11/2+1 1410

?

11/2−2 1437

?

?

9/2+2 1516

?

?

?

1/2+3 1548

?

7/2+4 1630

?

?

?

?

13/2+1 1921

?

7/2+5 1962

?

?

15/2−1 2002

?

1/2+4 2034

?

3/2−1 2092

?

5/2+4 2378

?

5/2+5 2410

?

1/2+5 2462

9/2+3 2511

?



[keV] Refs. [93A, 97A, 99B]

5/2+1 0 stable log ft = 5.352 (β− from 9/2+), log ft = 13.0 (EC from 9/2+),

µ = −0.9335 µn, Q = 0.255 barn, (α,nγ), (3He,2nγ), (α,3nγ), (n,γ),(d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), Coul. ex., (p,d), (d,t)





4–6297

42Mo

55[Ref. p. 4–165


[keV] Refs. [93A, 97A, 99B]

3/2+1 481 12.9 ps B(M1/E2→ 5/2+

1 ) = 0.0125/11.6 W.u., (δ = 0.47),(α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ), (n,n′γ), Coul. ex., (p,d), (d,t)

7/2+1 658 2.0 ps B(M1/E2→ 5/2+

1 ) = 0.038/0.22 W.u., (δ = −0.05),(α,nγ), (3He,2nγ), (α,3nγ), (n,γ), (d,p), (d,pγ), (t,d), (�d,p), (n,n′γ),Coul. ex., (p,d), (d,t)

1/2+1 680 28.9 ps B(E2→ 5/2+

1 ) = 5.1 W.u., (α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ),(t,d), (�d,p), (n,n′γ), Coul. ex., (p,d), (d,t)

5/2+2 719 10 ps B(M1/E2→ 3/2+

1 ) = 0.042/ < 9 W.u., (δ = −0.06),B(M1/E2→ 5/2+

1 ) = 0.0036/1.5 W.u., (δ = −0.47),(α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ), (n,n′γ), Coul. ex., (p,d)

3/2+2 721 4 ps B(M1/E2→ 5/2+

1 ) = 0.014/1.0 W.u., (δ = −0.19), (3He,2nγ), (n,γ),(d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), Coul. ex., (d,t)

1/2+2 888 2.7 ps B(E2→ 5/2+

1 ) = 2.0 W.u., (α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ),(t,d), (�d,p), (n,n′γ), Coul. ex., (p,d), (d,t)

7/2+2 1024 0.55 ps log ft = 6.75 (β− from 9/2+), B(E2→ 3/2+

1 ) = 2.8 W.u.,B(M1/E2→ 5/2+

1 ) = 0.028/8 W.u., (δ = −0.54), (α,nγ), (3He,2nγ),(α,3nγ), (n,γ), (d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), Coul. ex., (p,d)

3/2+3 1093 1.3 ps B(M1/E2→ 5/2+

1 ) = 0.009/2.0 W.u., (δ = 0.51), (α,nγ), (3He,2nγ),(n,γ), (d,p), (d,pγ), (n,n′γ), Coul. ex.

11/2−1 1116 (d,p), (d,t)

9/2+1 1117 1.20 ps log ft = 7.69 (β− from 9/2+), B(E2→ 3/2+

2 ) = 20 W.u.,B(E2→ 5/2+

1 ) = 10 W.u., (α,nγ), (3He,2nγ), (α,3nγ), (n,γ), (d,pγ),(t,d), (�d,p), (n,n′γ), Coul. ex., (p,d)

7/2+3 1269 0.53 ps log ft = 7.0 (β− from 9/2+), (α,nγ), (3He,2nγ), (n,γ), (d,pγ), (n,n′γ),

Coul. ex.5/2+

3 1271 (3He,2nγ), (n,n′γ), (d,t)3/2+

4 1322 7 ns (α,nγ), (n,n′γ)11/2+

1 1410 <7 ns B(E2→ 7/2+1 ) > 0.013 W.u., (α,nγ), (3He,2nγ), (α,3nγ), (n,n′γ)

11/2−2 1437 2.5 ns B(E1→ 9/2+

1 ) = 3.5× 10−6 W.u., B(M2→ 7/2+1 ) = 0.20 W.u.,

(α,nγ), (3He,2nγ), (α,3nγ), (d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), (p,d)9/2+

2 1516 1.48 ps log ft = 6.38 (β− from 9/2+), B(E2→ 5/2+2 ) = 6 W.u.,

B(M1/E2→ 7/2+1 ) = 0.0038/0.8 W.u., (δ = 0.40),

B(E2→ 5/2+1 ) = 1.21 W.u., (α,nγ), (3He,2nγ), (α,3nγ), (d,pγ),

(n,n′γ), Coul. ex., (p,d)1/2+

3 1548 (n,γ), (d,p), (d,pγ), (n,n′γ), (d,t)7/2+

4 1630 <7 ns log ft = 6.33 (β− from 9/2+), B(E2→ 3/2+2 ) > 0.0014 W.u.,

B(E2→ 3/2+1 ) > 0.0005 W.u., (α,nγ), (3He,2nγ), (d,p), (t,d), (�d,p),

(n,n′γ)13/2+

1 1921 <7 ns (α,nγ), (3He,2nγ), (α,3nγ)7/2+

5 1962 (n,n′γ), (p,d)15/2−

1 2002 (3He,2nγ), (α,3nγ)1/2+

4 2034 (n,γ), (d,p), (n,n′γ), (p,d)3/2−

1 2092 (n,n′γ), (p,d)5/2+

4 2378 (d,p), (n,n′γ)5/2+

5 2410 (d,p), (n,n′γ)1/2+

5 2462 (d,p)9/2+

3 2511 (n,n′γ) (p,d), (d,t)1/2+

6 2557 (d,p)1/2+

7 3154 (d,p)





Ref. p. 4–165]98

42Mo

564–63

0+1 0

0+2 735

?

2+1 787

?

?

2+2 1432

?

?

?

4+1 1510

?

2+3 1758

?

?

?

?

0+3 1963

?

?

3−1 2017

?

?

?

?

?

2+4 2207

?

?

?

?

?

0+4 2209

4+2 2224

?

?

?

?

?

2+5 2333

?

?

?

?

?

0+5 2608

?

Jπn Sn = 8642.5keV, Sp = 9794 keV, ∆ = −88112.011 keV E [keV]


4–6498

42Mo

56[Ref. p. 4–165


[keV] Refs. [98S2, 97A, 99B]

0+1 0 stable log ft = 4.72 (β− from 1+), (α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′),

(n,n), (n,n′γ), (p,p′), (p,p), (d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)0+

2 735 21.8 ns log ft = 4.84 (β− from 1+), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n),(n,n′γ), (p,p′), (p,p), (d,d′), Coul. ex., (p,t), (d,6Li)

2+1 787 3.49 ns log ft = 5.57 (β− from 1+), Q = −0.26 barn, µ = 0.68 µn,

B(E2→ 0+1 ) = 20 W.u., B(E2→ 0+

2 ) = 21 W.u.,(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)

2+2 1432 1.65 ps log ft = 4.95 (β− from 1+),

B(E2→ 0+1 ) = 0.96 W.u., B(E2→ 0+

2 ) = 2.4 W.u.,B(M1/E2→ 2+

1 ) = 0.0067/44 W.u., (δ = 1.7),(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)

4+1 1510 log ft = 8.2 (β− from (5)+), B(E2→ 2+


2+3 1758 1.3 ps log ft = 4.55 (β− from 1+),

B(E2→ 0+1 ) < 0.04 W.u., B(E2→ 0+

2 ) = 8 W.u.,B(M1/E2→ 2+

1 ) = 0.01/6 W.u., (δ = −1.6),(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)

0+3 1963 (�t,p), (t,p), (n,n′), (n,n), (n,n′γ), (d,d′), (p,t)

3−1 2017 61 ps B(E1→ 2+

3 ) = 4.8× 10−5 W.u.,B(E1→ 4+

1 ) = 1.02× 10−6 W.u.,B(E1→ 2+

1 ) = 1.7× 10−6 W.u.,B(E3→ 0+


2+4 2207 log ft = 5.0 (β− from 1+), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n),

(n,n′γ), (α,α′), (p,t), (d,6Li)0+

4 2209 (p,p′), (p,p), (d,d′)4+

2 2224 log ft = 7.13 (β− from (5)+),(�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p), (d,d′),(α,α′), (p,t)

2+5 2333 log ft = 8.1 (β− from (5)+),

(�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p), (d,d′),(p,t)

0+5 2608 (�t,p), (t,p), (p,t), (d,6Li)





Ref. p. 4–165]99

42Mo

574–65

1/2+1 0

5/2+1 98

?

7/2+1 236

?

3/2+1 351

?

?

1/2+2 525

?

?

?

3/2+2 549

?

?

?

5/2+2 615

?

?

?

3/2+3 632

?

?

?

11/2−1 685

?

3/2+4 793

?

?

?

3/2+5 890

?

?

?

?

1/2+3 905

?

?

9/2+1 906

?

?

5/2+3 945

?

?

?

?

3/2−1 1030

7/2+2 1049

?

?

?

?

15/2−1 1165

?

5/2+4 1167

?

?

3/2+6 1198

?

?

?

5/2+5 1254

?

1/2+4 1261

11/2+1 1313

?

?

5/2+6 1494

?

?

5/2+7 1545

3/2+7 1580

19/2−1 1858

?



4–6699

42Mo

57[Ref. p. 4–165


[keV] Refs. [94P, 97A, 99B]

1/2+1 0 65.94 h µ = 0.375 µn, (t,p), (n,γ), (d,p), (d,pγ), (γ,nγ′), (p,d), (d,t), (�d,t),

(α,nγ)5/2+

1 98 15.5 µs B(E2→ 1/2+1 ) = 0.0648 W.u., log1u ft = 9.5 (EC from 1/2−),

µ = −0.775 µn, (t,p), (n,γ), (d,p), (d,pγ), (γ,nγ′), (p,d), (d,t), (�d,t),(3He,α), (α,nγ)

7/2+1 236 0.87 ns B(M1→ 5/2+

1 ) = 0.0088 W.u., log ft = 4.61 (EC from 9/2+),log ft > 8.6 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (γ,nγ′), (p,d),(d,t), (�d,t), (3He,α), (α,nγ)

3/2+1 351 (M1/E2→ 1/2+

1 :δ = 0.2), log ft = 7.6112 (EC from 1/2−),(t,p), (n,γ), (d,p), (d,pγ), (p,d), (d,t), (�d,t), (α,nγ)

1/2+2 525 (M1/E2→ 3/2+

1 :δ = 0.8), log ft = 7.68 (EC from 1/2−), (t,p), (n,γ),(d,p), (d,pγ), (p,d), (d,t), (�d,t), (α,nγ)

3/2+2 549 (M1/E2→ 1/2+

1 :δ � 0.8), log ft = 7.51 (EC from 1/2−), (t,p), (n,γ),(d,p), (d,pγ), (d,t), (�d,t), (α,nγ)

5/2+2 615 (M1/E2→ 3/2+

1 :δ = −0.9), log1u ft = 9.5811 (EC from 1/2−), (t,p),(n,γ), (d,p), (d,pγ), (p,d), (d,t), (�d,t), (3He,α), (α,nγ)

3/2+3 632 (t,p), (n,γ), (d,pγ), (α,nγ)

11/2−1 685 0.76 µs B(M2→ 7/2+

1 ) = 0.103 W.u., (d,p), (d,pγ), (γ,nγ′), (p,d), (d,t), (�d,t),(3He,α), (α,nγ)

3/2+4 793 log ft = 7.48 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (p,d), (d,t),

(�d,t)3/2+

5 890 log ft = 7.33 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (p,d), (d,t),(�d,t)

1/2+3 905 log ft = 8.2 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (d,t), (�d,t),

(α,nγ)9/2+

1 906 (M1/E2→ 5/2+1 :δ = 1.1), (t,p), (d,pγ), (α,nγ)

5/2+3 945 log1u ft = 8.98 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (d,t), (�d,t),

(α,nγ)3/2−

1 1030 (t,p), (d,p), (d,pγ), (p,d), (d,t), (�d,t)7/2+

2 1049 (M1/E2→ 5/2+2 :δ = −1.4), (t,p), (d,pγ), (α,nγ), (d,t), (�d,t)

15/2−1 1165 (p,d), (d,t), (α,nγ)

5/2+4 1167 log1u ft > 9.5 (EC from 1/2−), (t,p), (n,γ), (d,pγ), (p,d), (d,t), (�d,t)

3/2+6 1198 log ft = 7.82 (EC from 1/2−), (t,p), (n,γ), (d,t), (�d,t)

5/2+5 1254 (n,γ), (d,pγ), (d,t), (�d,t)

1/2+4 1261 (d,p)

11/2+1 1313 (M1/E2→ 9/2+

1 :δ = −1.6), (α,nγ)5/2+

6 1494 log1u ft = 8.53 (EC from 1/2−), (d,p), (p,d), (d,t), (�d,t), (3He,α),(α,nγ)

5/2+7 1545 (d,p), (d,t), (�d,t)

3/2+7 1580 (t,p), (d,t), (�d,t)

19/2−1 1858 (α,nγ)

1/2+5 1932 (n,γ), (d,p), (d,t), (�d,t)

1/2+6 1950 (t,p), (n,γ), (d,p), (d,t), (�d,t)

1/2+7 1965 (d,p)

5/2−1 2219 (n,γ), (d,t), (�d,t)

1/2+8 2482 (d,t), (�d,t)





Ref. p. 4–165]100

42Mo

584–67

0+1 0

2+1 536

?

0+2 695

?

?

2+2 1064

?

?

?

4+1 1136

?

2+3 1464

?

?

?

?

0+3 1505

?

?

3−1 1908

?

?

?

0+4 2037

?

?

0+5 2086

?

?

?

4+2 2103

?

?

?

1−1 2156

2+4 2286

?

?

3−2 2370

?

?

1−2 2432

4+3 2464

1−3 6419

?

?

?

?

?

1−4 6518

?

?

?

?

?

1−5 7638

?

?

?

?

?



4–68100

42Mo

58[Ref. p. 4–165


[keV] Refs. [97S, 97A, 99B]

0+1 0 10.2 Ey log ft = 5.1 (β− from 1+),

(7Li,p2nγ), (t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), Coul. ex.,(d,6Li), (n,n′), (d,d′), (14C,16O)

2+1 536 12.6 ps B(E2→ 0+

1 ) = 37 W.u., log ft = 5.6 (β− from 1+),µ = 0.68 µn, Q = (−0.39 or − 0.13) barn,(7Li,p2nγ), (t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), Coul. ex.,(d,6Li), (n,n′), (d,d′), (14C,16O)

0+2 695 1.62 ns B(E2→ 2+

1 ) = 92 W.u., log ft = 5.7 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), Coul. ex., (d,6Li), (n,n′), (d,d′)

2+2 1064 6.6 ps B(M1/E2→ 2+

1 ) = 0.0008/51 W.u., (δ = 4.4),B(E2→ 0+

2 ) = 5.5 W.u.,B(E2→ 0+

1 ) = 0.62 W.u.,log ft = 5.85 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), Coul. ex., (n,n′), (d,d′)

4+1 1136 3.8 ps B(E2→ 2+

1 ) = 69 W.u.,log ft � 5.8 (β− from (4+, 5+)),(7Li,p2nγ), (t,p), (t,pγ), (n,n′γ), (p,p′), (α,α′), Coul. ex., (n,n′),(d,d′)

2+3 1464 2.9 ps B(M1/E2→ 2+

1 ) = 0.0035/0.28 W.u., (δ = −0.27),B(E2→ 4+

1 ) = 36 W.u.,log ft = 5.77 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), Coul. ex., (n,n′), (d,d′)

0+3 1505 log ft = 5.7 (β− from 1+),

(t,p), (t,pγ), (n,n′γ), (p,p′), (d,d′)3−

1 1908 14 ps B(E1→ 2+2 ) = 2.5× 10−5 W.u.,

B(E1→ 2+1 ) = 2.7× 10−6 W.u.,

B(E2→ 0+1 ) = 35 W.u.,

(t,p), (t,pγ), (n,n′γ), (p,p′), (α,α′), Coul. ex., (d,6Li), (n,n′), (d,d′)0+

4 2037 log ft = 5.37 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), (d,d′)

0+5 2086 log ft = 5.16 (β− from 1+), (n,n′γ)

4+2 2103 (t,p), (t,pγ), (n,n′γ), (p,p′), (α,α′), (d,d′)

1−1 2156 (p,p′), (d,d′)

2+4 2286 (t,p), (t,pγ), (n,n′γ), (p,p′), (d,d′)

3−2 2370 (t,p), (t,pγ), (n,n′γ), (p,p′), (d,d′)

1−2 2432 (p,p′), (α,α′)

4+3 2464 (α, α′)

1−3 6419 9.04 ps (M1/E2→ 2+

2 :δ = 0.21), (γ, γ′)1−

4 6518 2.53 fs (γ, γ′)1−

5 7638 3.26 fs (M1/E2→ 2+1 :δ = −0.06), (γ, γ′)





Ref. p. 4–165]95

43Tc

524–69

9/2+1 0

1/2−1 39

?

7/2+1 336

?

5/2+1 627

?

?

3/2−1 647

?

5/2−1 668

?

?

13/2+1 882

?

3/2+1 928

?

?

?

11/2+1 957

?

?

7/2+2 1179

?

?

?

9/2−1 1214

?

?

?

11/2+2 1307

?

?

5/2+2 1433

?

?

?

?

?

?

17/2+1 1515

?

15/2+1 1549

?

?

13/2−2 1702

?

?

1/2+1 1949

3/2+2 2086

?

?

?

?

?

7/2+3 2168

?

?

?

?

?

?

19/2+1 2184

?

?

21/2+1 2547

?

?

1/2+2 2769

1/2+3 3119

1/2+4 3197

1/2+5 3339

25/2+1 3516

?

1/2+6 3520

1/2+7 3805

1/2+8 3905

29/2+1 3918

?

1/2+9 4040

27/2+1 4293

?

?



4–7095

43Tc

52[Ref. p. 4–165


[keV] Refs. [93B2, 97A, 99B]

9/2+1 0 20.0 h µ = 5.94 µn, (α,2nγ), (p,γ), (d,n), (3He,d), (p,n), (p,nγ)

1/2−1 39 61 d B(M4→ 9/2+

1 ) = 15.9 W.u., (α,2nγ), (p,γ), (d,n), (3He,d), (p,n),(p,nγ)

7/2+1 336 (M1/E2→ 9/2+

1 :δ = 0.33), log ft = 5.26 (EC from 5/2+),(α,2nγ), (p,γ), (p,n), (p,nγ)

5/2+1 627 (M1/E2→ 7/2+

1 :δ = 0.17), (E2/M3→ 9/2+1 :δ = 0.9),

log ft = 5.75 (EC from 5/2+), (α,2nγ), (p,γ), (p,n), (p,nγ)3/2−

1 647 0.44 ps (α,2nγ), (p,γ), (d,n), (p,n), (p,nγ), (3He,d)5/2−

1 668 (E2/M3→ 1/2−1 :δ = 0.08), (α,2nγ), (p,γ), (p,n), (p,nγ)

13/2+1 882 1.2 ps B(E2/M3→ 9/2+

1 ) = 34/ W.u., (δ = −0.03),(α,2nγ), (p,n), (p,nγ)

3/2+1 928 ≥ 589 fs B(M1/E2→ 5/2+

1 ) < 0.60/ < 360 W.u., (δ = −0.21),B(M1/E2→ 7/2+

1 ) = / < 120 W.u., (δ = 0.15),B(E1→ 1/2−

1 ) < 0.00024 W.u., (α,2nγ), (p,γ), (p,n), (p,nγ)11/2+

1 957 1.3 ps B(M1/E2→ 9/2+1 ) = 0.0035/17 W.u., (δ = −2.1),

(α,2nγ), (p,n), (p,nγ)7/2+

2 1179 0.37 ps B(M1/E2→ 5/2+1 ) = 0.09/14 W.u., (δ = −0.22),

(M1/E2→ 7/2+1 :δ = 0.04), (M1/E2→ 9/2+

1 :δ = 0.41),log ft = 5.44 (EC from 5/2+), (α,2nγ), (p,n), (p,nγ)

9/2−1 1214 ≥ 624 fs B(E2/M3→ 5/2−

1 ) < 510/ W.u., (δ = −0.16),(α,2nγ), (p,n), (p,nγ)

11/2+2 1307 173 fs B(E2→ 7/2+

1 ) = 27 W.u., (α,2nγ), (p,n), (p,nγ)5/2+

2 1433 57 fs B(M1→ 7/2+2 ) = 0.29 W.u., B(E2→ 9/2+

1 ) = 1.49 W.u.,log ft = 4.67 (EC from 5/2+), (p,γ), (d,n), (3He,d), (p,n), (p,nγ)

17/2+1 1515 5 ns (E2/M3→ 13/2+

1 :δ = −0.03), (α,2nγ)15/2+

1 1549 (E2/M3→ 11/2+1 :δ = −0.14), (M1/E2→ 13/2+

1 :δ = 0.76), (α,2nγ)13/2−

2 1702 (E2/M3→ 9/2−1 :δ = 0.02), (α,2nγ)

1/2+1 1949 (d,n), (3He,d)

3/2+2 2086 34 fs B(M1→ 5/2+

2 ) = 0.49 W.u., log ft = 4.65 (EC from 5/2+),(3He,d), (p,n), (p,nγ)

7/2+3 2168 50 fs B(M1→ 5/2+

2 ) = 0.28 W.u., log ft = 4.84 (EC from 5/2+),(p,n), (p,nγ)

19/2+1 2184 0.8 ps (E2/M3→ 15/2+

1 :δ = −0.01), (M1/E2→ 17/2+1 :δ = 0.28), (α,2nγ)

21/2+1 2547 2.1 ps B(M1/E2→ 19/2+

1 ) = 0.14/ W.u., (δ = −0.02),B(E2/M3→ 17/2+

1 ) = 3.2/ W.u., (δ = −0.07), (α,2nγ)1/2+

2 2769 (d,n), (3He,d)1/2+

3 3119 (3He,d)1/2+

4 3197 (d,n), (3He,d)1/2+

5 3339 (3He,d)25/2+

1 3516 >5 ps B(E2/M3→ 21/2+1 ) < 5.2/ W.u., (δ = −0.03), (α,2nγ)

1/2+6 3520 (d,n)

1/2+7 3805 (d,n), (3He,d)

1/2+8 3905 (3He,d), (d,n)

29/2+1 3918 (E2/M3→ 25/2+

1 :δ = −0.07), (α,2nγ)1/2+

9 4040 (d,n)27/2+

1 4293 (α,2nγ)1/2+

10 4740 (d,n)1/2+

11 5220 (d,n)





Ref. p. 4–165]96

43Tc

534–71

7+1 0

4+1 34

?

3+1 36

5+1 45

6+1 49

?

2−1 121

?

5+2 177

?

?

?

3−1 227

?

4+2 229

?

?

?

3+2 239

?

3−2 317

?

??

6+2 319

?

?

3−3 322

??

3−4 353

?

?

?

3+3 445

?

?

3+4 458

3+5 493

?

?

?

5+3 506

?

?

?

?

?

?

4+3 530

?

?

?

?

5+4 542

?

4−1 552

?

?

?

?

?

?

3+6 564

?

?

5+5 566

?

?

?

?

?

7+2 575

?

?

?

?

4+4 586

?

?

3−5 620

?

?

?

?

4+5 623

?

?

3−6 627

?

?

?

?

?

4−2 647

?

?

6+3 721

?

?

4−3 733

?

?

?

?

6+4 753

?

?

?

4−4 789

?

?

?

4−5 794

?

?

4−6 801

?

?

?

4+6 815

?

?

?

4−7 867

?

6+5 886

?

?

?

?

?

9+1 927

?

8+1 947

?

?

?

5−1 979

?

?

?

?

?

?

7+3 1041

?

?

8+2 1062

?

?

?

8+3 1139

?

?

?

?

6−1 1152

?

?

?

?

?

?

5+6 1314

?

?

?

?

?

?

?

3−7 1438

?

?

9+2 1448

?

?

?

6−2 1597

?

?

?

10+1 1703

?

?

?

9+3 1862

?

?

11+1 1923

?

11+2 2148

?

?

?

10+2 2214

?

?

12+1 2318

?

?

?

11+3 2397

?

?

13+1 2600

?

10+3 2643

?

12+2 3021

?



4–7296

43Tc

53[Ref. p. 4–165


[keV] Refs. [93P, 97A, 99B]

7+1 0 4.28 d µ = 5.04 µn,

(HI,xnγ), (3He,d)4+

1 34 51.5 m B(M3→ 7+1 ) = 0.223 W.u.,


1 36 (HI,xnγ), (3He,d)5+

1 45 (HI,xnγ), (3He,d)6+

1 49 (HI,xnγ), (3He,d)2−

1 121 25.6 ns B(E1→ 3+1 ) = 1.40× 10−4 W.u., µ = −0.466 µn,


2 177 (HI,xnγ), (3He,d)3−

1 227 <0.35 ns B(M1→ 2+1 ) > 0.038 W.u.,


2 229 (HI,xnγ), (3He,d)3+

2 239 <0.35 ns B(M1→ 4+1 ) > 0.007 W.u.,

(HI,xnγ)3−

2 317 2.0 ns B(M1→ 2−1 ) = 0.00123 W.u.,

B(E1→ 3+1 ) = 8.2× 10−7 W.u.

(HI,xnγ)6+

2 319 (HI,xnγ)3−

3 322 (HI,xnγ)3−

4 353 <0.35 ns B(M1→ 3−1 ) > 0.0017 W.u.,

B(M1→ 2−1 ) > 0.0045 W.u.


3 445 (HI,xnγ)3+

4 458 (HI,xnγ)3+

5 493 (HI,xnγ), (3He,d)5+

3 506 (HI,xnγ), (3He,d)4+

3 530 (HI,xnγ)5+

4 542 (HI,xnγ)4−

1 552 (HI,xnγ)3+

6 564 (HI,xnγ)5+

5 566 (HI,xnγ)7+

2 575 (HI,xnγ)4+

4 586 (HI,xnγ)3−

5 620 (HI,xnγ)4+

5 623 (HI,xnγ), (3He,d)3−

6 627 (HI,xnγ)4−

2 647 (HI,xnγ)6+

3 721 (HI,xnγ)4−

3 733 (HI,xnγ)6+

4 753 (HI,xnγ), (3He,d)4−

4 789 (HI,xnγ)4−

5 794 (HI,xnγ)4−

6 801 (HI,xnγ), (3He,d)4+

6 815 (HI,xnγ), (3He,d)4−

7 867 (HI,xnγ), (3He,d)6+

5 886 (HI,xnγ)9+

1 927 (HI,xnγ), (3He,d)





Ref. p. 4–165]96

43Tc

534–73


[keV] Refs. [93P, 97A, 99B]

8+1 947 (M1/E2→ 7+

2 :δ = 0.11),(HI,xnγ)

5−1 979 (M1/E2→ 3−

2 :δ = −0.3),(HI,xnγ)

7+3 1041 (M1/E2→ 7+

1 :δ = −0.32),(HI,xnγ)

8+2 1062 (M1/E2→ 7+

2 :δ = 0.12),(HI,xnγ)

8+3 1139 (M1/E2→ 7+

1 :δ = −0.27),(HI,xnγ)

6−1 1152 (HI,xnγ)

5+6 1314 (HI,xnγ)

3−7 1438 (HI,xnγ)

9+2 1448 (HI,xnγ)

6−2 1597 (HI,xnγ), (3He,d)

10+1 1703 (HI,xnγ)

9+3 1862 (M1/E2→ 8+

1 :δ = 0.07),(HI,xnγ)

11+1 1923 (HI,xnγ)

11+2 2148 (HI,xnγ)

10+2 2214 (HI,xnγ)

12+1 2318 (M1/E2→ 11+

1 :δ = 0.07),(HI,xnγ)

11+3 2397 (M1/E2→ 10+

2 :δ = 0.11),(HI,xnγ)

13+1 2600 (HI,xnγ)

10+3 2643 (HI,xnγ)

12+2 3021 (HI,xnγ)





4–7497

43Tc

54[Ref. p. 4–165

9/2+1 0

1/2−1 97

?

7/2+1 216

?

5/2+1 324

?

?

3/2−1 580

?

5/2−1 657

?

?

?

13/2+1 773

?

5/2+2 785

?

?

?

7/2+2 855

?

?

?

3/2−2 947

?

?

?

?

7/2+3 970

?

?

?

?

?

3/2−3 1049

?

?

?

9/2+2 1310

?

?

1/2+1 1537

17/2+1 1655

?



Ref. p. 4–165]97

43Tc

544–75


[keV] Refs. [93A, 97A, 99B]

9/2+1 0 2.6 My (6Li,3nγ), (p,γ), (3He,d), (d,n), (p,nγ)

1/2−1 97 90.1 d B(M4→ 9/2+

1 ) = 12.5 W.u., (6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n),(p,nγ)

7/2+1 216 69 ps B(M1/E2→ 9/2+

1 ) = 0.029/43 W.u., (δ = 0.27),log ft = 5.53 (EC from 5/2+), (6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n),(p,nγ)

5/2+1 324 0.39 ns B(M1/E2→ 7/2+

1 ) = 0.00014/30 W.u., (δ = 1.6),B(E2→ 9/2+

1 ) = 14.6 W.u., log ft = 6.31 (EC from 5/2+),(6Li,3nγ), (3He,d), (d,n), (p,n), (p,nγ)

3/2−1 580 (M1/E2→ 1/2−

1 :δ = −0.6), log ft = 9.70 (EC from 5/2+),(3He,d), (d,n), (p,n), (p,nγ)

5/2−1 657 ≥0.76 ps B(E1→ 5/2+

1 ) ≤ 6.8× 10−5 W.u., B(E2→ 1/2−1 ) ≤ 500 W.u.,

log ft = 8.34 (EC from 5/2+),(6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n), (p,nγ)

13/2+1 773 ≥0.35 ps B(E2→ 9/2+

1 ) ≤ 220 W.u., (6Li,3nγ), (p,nγ)5/2+

2 785 0.33 ps B(M1/E2→ 5/2+1 ) = 0.05/90 W.u., (δ = −0.6),

B(M1/E2→ 7/2+1 ) = 0.29/14 W.u., (δ = 0.128),

B(E2→ 9/2+1 ) = 15 W.u., log ft = 6.53 (EC from 5/2+),

(6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n), (p,nγ)7/2+

2 855 ≥0.37 ps B(M1/E2→ 7/2+1 ) ≤ 0.0073/ ≤ 70 W.u., (δ = −2.3),

B(M1/E2→ 9/2+1 ) ≤ 0.077/ ≤ 20 W.u., (δ = 0.3),

log ft = 7.62 (EC from 5/2+), (6Li,3nγ), (p,γ), (p,n), (p,nγ)3/2−

2 947 0.22 ps B(M1→ 5/2−1 ) = 0.08 W.u., B(M1→ 3/2−

1 ) = 0.31 W.u.,B(E1→ 5/2+

1 ) � 0.0002 W.u., (p,γ), (3He,d), (d,n), (p,n), (p,nγ)7/2+

3 970 (M1/E2→ 7/2+1 :δ = −1.2), (M1/E2→ 5/2+

1 :δ = −2.2),log ft = 6.76 (EC from 5/2+), (6Li,3nγ), (p,γ), (p,n), (p,nγ)

3/2−3 1049 ≥0.21 ps (3He,d), (d,n), (p,n), (p,nγ)

9/2+2 1310 (M1/E2→ 9/2+

1 :δ = −0.63), (3He,d), (d,n), (p,nγ)1/2+

1 1537 (3He,d), (d,n)17/2+

1 1655 (6Li,3nγ)1/2+

2 1712 (3He,d), (d,n)1/2+

3 1847 (3He,d), (d,n)1/2+

4 2151 (3He,d), (d,n)1/2+

5 2264 (3He,d), (d,n)1/2+

6 2653 (3He,d), (d,n)1/2+

7 3145 (3He,d), (d,n)1/2+

8 3214 (3He,d), (d,n)5/2+

3 11050 (p,p′), (3He,d), (d,n)1/2+

9 11730 (p,p′)11/2−

1 12550 (3He,d), (d,n)





4–7699

43Tc

56[Ref. p. 4–165

9/2+1 0

7/2+1 141

?

1/2−1 143

?

?

5/2+1 181

?

?

3/2−1 509

?

5/2−1 612

?

?

9/2+2 625

?

?

?

3/2−2 672

?

7/2+2 720

?

11/2+1 727

?

?

?

5/2+2 762

?

?

?

1/2+1 921

?

?

?

?

3/2−3 1004

?

?

?

3/2+1 1142

?

?

?

3/2+2 1172

?

9/2−1 1177

?

11/2+2 1330

?

1/2+2 1560

17/2+1 1585

13/2−1 1748

?

1/2+3 1911

1/2+4 2281

17/2−1 2330

?

?

19/2−1 2647

?

?

21/2−1 2785

?

?



Ref. p. 4–165]99

43Tc

564–77


[keV] Refs. [94P, 97A, 99B]

9/2+1 0 211.1 ky µ = 5.6847 µn, Q = −0.129 barn,

(6Li,3nγ), (p,p), (p,p′), (3He,d), (d,d′), Coul. ex.7/2+

1 141 0.19 ns B(M1/E2→ 9/2+1 ) = 0.037/30 W.u., (δ = 0.13), µ = 3.60 µn,

(6Li,3nγ), (3He,d), (d,d′), Coul. ex.1/2−

1 143 6.01 h B(E3→ 7/2+1 ) = 0.0255 W.u., B(M4→ 9/2+

1 ) = 7.6 W.u.,log ft = 7.104 (β− from 1/2+),(6Li,3nγ), (3He,d)

5/2+1 181 3.61 ns B(M1/E2→ 7/2+

1 ) = 0.0076/0.3 W.u., (δ = 0.01),B(E2→ 9/2+

1 ) = 14.3 W.u., µ = 3.291 µn,(6Li,3nγ), (3He,d), (d,d′), Coul. ex.

3/2−1 509 (6Li,3nγ), (3He,d), (d,d′)

5/2−1 612 (6Li,3nγ)

9/2+2 625 (M1/E2→ 9/2+

1 :δ < −1),(6Li,3nγ), (3He,d), (d,d′), Coul. ex.

3/2−2 672 (3He,d), (6Li,3nγ), (d,d′)

7/2+2 720 (6Li,3nγ), (3He,d)

11/2+1 727 1.8 ps B(M1/E2→ 9/2+

1 ) = 0.015/22 W.u., (δ = 0.9),B(E2→ 7/2+

1 ) = 23 W.u.,(6Li,3nγ), (d,d′), Coul. ex.

5/2+2 762 0.7 ps B(M1/E2→ 7/2+

1 ) = 0.10/9 W.u., (δ = 0.19),B(E2→ 9/2+

1 ) = 9 W.u.,(6Li,3nγ), Coul. ex. (d,d′)

1/2+1 921 log ft = 6.209 (β− from 1/2+),

(6Li,3nγ), (3He,d), (d,d′)3/2−

3 1004 log ft = 7.969 (β− from 1/2+)3/2+

1 1142 (M1/E2→ 5/2+2 :δ = 1.3), (3He,d)

3/2+2 1172 (M1/E2→ 5/2+

2 :δ = 0.5),log ft = 8.91 (β− from 1/2+)

9/2−1 1177 (6Li,3nγ)

11/2+2 1330 (6Li,3nγ)

1/2+2 1560 (3He,d)

17/2+1 1585 (6Li,3nγ)

13/2−1 1748 (6Li,3nγ)

1/2+3 1911 (3He,d)

1/2+4 2281 (3He,d)

17/2−1 2330 (6Li,3nγ)

19/2−1 2647 (6Li,3nγ)

21/2−1 2785 (6Li,3nγ)

1/2+5 3115 (3He,d)





4–7896

44Ru

52[Ref. p. 4–165

0+1 0

2+1 833

?

4+1 1518

?

2+2 1931

?

0+2 2149

?

6+1 2150

?

2+3 2284

?

?

5−1 2588

?

6+2 2892

?

8+1 2950

?

3−1 3076

?

?

?

2+4 3261

?

?

?

?

7−1 3291

?

10+1 3817

?



[keV] Refs. [93P, 97A, 99B]

0+1 0 stable (HI,xnγ), (p,p′γ), (α,α′), Coul. ex.

2+1 833 2.81 ps log ft � 6.2 (EC from 3+), Q = −0.13 barn, B(E2→ 0+

1 ) = 18 W.u.,(HI,xnγ), (p,p′γ), Coul. ex., (α,α′)

4+1 1518 6.9 ps log ft > 6.6 (EC from 3+), B(E2→ 2+

1 ) = 21 W.u., (HI,xnγ), (p,p′γ),(α,α′), Coul. ex.

2+2 1931 0.37 ps log ft = 5.9 (EC from 3+),

B(M1/E2→ 2+1 ) = 0.0015/33 W.u., (δ = −5.20), (p,p′γ), Coul. ex.

0+2 2149 0.46 ps B(E2→ 2+

1 ) = W.u., (p,p′γ)6+

1 2150 log ft = 6.3 (EC from (6)+), (HI,xnγ), (p,p′γ), (α,α′)2+

3 2284 log ft = 6.2 (EC from 3+), (M1/E2→ 2+1 :δ = 0.03), (p,p′γ)

5−1 2588 ≥2.8 ps log ft = 6.8 (EC from (6)+), (HI,xnγ), (p,p′γ)

6+2 2892 (HI,xnγ)

8+1 2950 (HI,xnγ)

3−1 3076 (p,p′γ)

2+4 3261 (p,p′γ)

7−1 3291 (HI,xnγ)

10+1 3817 (HI,xnγ)

9−1 3951 (HI,xnγ)

12+1 4418 (HI,xnγ)

10−1 4534 (HI,xnγ)

9−2 4798 (HI,xnγ)

14+1 5680 (HI,xnγ)

11−1 5750 (HI,xnγ)

12−1 6279 (HI,xnγ)





Ref. p. 4–165]97

44Ru

534–79

5/2+1 0

3/2+1 189

?

7/2+1 422

?

3/2+2 528

?

?

3/2+3 771

?

?

7/2+2 840

?

?

1/2+1 908

?

?

11/2−1 1879

7/2+3 1932

?

?

?

?

7/2+4 2151

?

?

?

1/2+2 2173

3/2−1 2198

?

?

?

3/2−2 2246

?

?

?

?

1/2+3 2284

1/2+4 2506

3/2−3 2565

?

?

?

?

?

3/2−4 2648

?

?

?

?

1/2+5 2652

1/2+6 2702

7/2+5 2755

?

?

3/2−5 2930

?

?

?

7/2+6 2966

?

3/2−6 3265

?

?

?

?

3/2−7 3375

?

?

3/2−8 3459

?

?



4–8097

44Ru

53[Ref. p. 4–165


[keV] Refs. [93A, 97A, 99B]

5/2+1 0 2.9 d µ = (−)0.787 µn, (12C,3nγ), (7Li,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ),

(d,p)3/2+

1 189 0.23 ns B(M1/E2→ 5/2+1 ) = 0.0122/30 W.u., (δ = 0.30),

log ft = 6.4313 (EC from (1/2)−),(12C,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ), (d,p)

7/2+1 422 34.6 ps log ft = 5.18425 (EC from 9/2+),

(12C,3nγ), (7Li,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ), (d,p)3/2+

2 528 log ft > 6.9 (EC from (1/2)−),(α,nγ), (6Li,p2nγ), (d,p)

3/2+3 771 log ft = 6.61 (EC from (1/2)−),

(α,nγ), (6Li,p2nγ), (d,p)7/2+

2 840 log ft = 5.78 (EC from 9/2+),(α,nγ), (6Li,p2nγ), (α,2nγ)

1/2+1 908 log ft = 6.7713 (EC from (1/2)−),

(α,nγ), (6Li,p2nγ), (d,p)11/2−

1 1879 (7Li,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ), (d,p)7/2+

3 1932 log ft = 5.33 (EC from 9/2+),(α,nγ), (6Li,p2nγ)

7/2+4 2151 log ft = 5.3110 (EC from 9/2+)

1/2+2 2173 (d,p)

3/2−1 2198 log ft = 4.71 (EC from (1/2)−)

3/2−2 2246 log ft = 4.74 (EC from (1/2)−)

1/2+3 2284 (d,p)

1/2+4 2506 (d,p)

3/2−3 2565 log ft = 4.79 (EC from (1/2)−)

3/2−4 2648 log ft = 4.84 (EC from (1/2)−)

1/2+5 2652 (d,p)

1/2+6 2702 (d,p)

7/2+5 2755 log ft = 5.3810 (EC from 9/2+)

3/2−5 2930 log ft = 5.17 (EC from (1/2)−)

7/2+6 2966 log ft = 5.5014 (EC from 9/2+)

3/2−6 3265 log ft = 5.2919 (EC from (1/2)−)

3/2−7 3375 log ft = 4.4410 (EC from 9/2+)

3/2−8 3459 log ft = 5.0613 (EC from 9/2+)





Ref. p. 4–165]98

44Ru

544–81

0+1 0

2+1 652

?

0+2 1322

?

4+1 1398

?

2+2 1414

?

?

3+1 1797

?

?

?

3+2 2013

?

?

6+1 2223

4+2 2267

?

?

8+1 3126

?



[keV] Refs. [98S2, 97A, 99B]

0+1 0 stable (36S,p2nγ), (3He,2nγ), (α,4nγ), (3He,n), (p,p′), (p,p′γ), Coul. ex.,

(�p,t), (p,t)2+

1 652 6.42 ps B(E2→ 0+1 ) = 27.8 W.u., log ft = 5.41 (EC from (2)+),

µ = 0.8 µn, Q = (−0.2 or − 0.01) barn,(36S,p2nγ), (3He,2nγ), (α,4nγ), (p,p′), (p,p′γ), Coul. ex., (�p,t), (p,t)

0+2 1322 (3He,2nγ), (α,4nγ), (3He,n), (p,p′), (p,p′γ)

4+1 1398 2.3 ps B(E2→ 2+

1 ) = 40 W.u., log ft = 14.02 (β− from (6)+),log ft > 4.6 (EC from (5)+), (36S,p2nγ), (3He,2nγ), (α,4nγ), (p,p′),(p,p′γ), Coul. ex., (�p,t), (p,t)

2+2 1414 1.2 ps B(E2/M3→ 2+

1 ) = 0.00016/45 W.u., (δ = 13.0),B(E2→ 0+

1 ) = 1.0 W.u., log ft = 6.56 (EC from (2)+),(3He,2nγ), (α,4nγ), (p,p′), (p,p′γ), Coul. ex., (�p,t), (p,t)

3+1 1797 (M1/E2→ 2+

2 :δ = 0.40), (M1/E2→ 2+1 :δ < −0.20),

(3He,2nγ), (α,4nγ), (p,p′), (p,p′γ)3+

2 2013 (E2/M3→ 2+2 :δ = 2.80), (3He,2nγ), (α,4nγ), (p,p′), (p,p′γ)

6+1 2223 (36S,p2nγ), (3He,2nγ), (α,4nγ)

4+2 2267 (E2/M3→ 3+

2 :δ = 3.5), (M1/E2→ 3+1 :δ = −0.8),

(3He,2nγ), (α,4nγ)8+

1 3126 (36S,p2nγ), (3He,2nγ), (α,4nγ)





4–8299

44Ru

55[Ref. p. 4–165

5/2+1 0

3/2+1 90

?

7/2+1 341

?

?

7/2+2 618

?

?

?

9/2+1 720

?

?

?

11/2+1 1049

?

?

?

11/2−1 1070

?

?

5/2+2 1201

?

?

7/2+3 1261

?

?

?

?

9/2+2 1278

?

?

?

?

7/2−1 1291

?

11/2+2 1320

?

?

?

13/2+1 1497

?

?

?

9/2+3 1499

?

?

?

15/2−1 1572

?

7/2+4 1685

?

9/2−1 1718

?

13/2−1 1862

?

11/2−2 1945

?

13/2+2 1966

?

15/2+1 2021

?

19/2−1 2269

?

17/2+1 2401

?

23/2−1 3201

?



Ref. p. 4–165]99

44Ru

554–83


[keV] Refs. [94P, 97A, 99B]

5/2+1 0 stable log ft = 12.32 (β− from 9/2+), log ft = 9.39 (β− from 1/2−),

log1u ft > 11.6 (β+ from 1/2−), µ = −0.641 µn, Q = 0.79 barn,(11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), Coul. ex., (34S,4p7nγ)

3/2+1 90 20.5 ns B(M1/E2→ 5/2+

1 ) = 0.000174/49.7 W.u., (δ = −1.56),log ft = 15.78 (β− from 9/2+), log ft = 8.66 (β− from 1/2−),log ft = 8.2 (β+ from 1/2−), µ = 0.284 µn,Q = 0.231 barn,(α,nγ), (3He,2nγ), (α,3nγ), Coul. ex.

7/2+1 341 B(M1/E2→ 5/2+

1 ) = /0.58 W.u., (δ = −0.02),log ft = 5.19 (β+ from 9/2+), (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),Coul. ex., (34S,4p7nγ)

7/2+2 618 0.7 ps B(M1/E2→ 5/2+

1 ) = 0.014/3.6 W.u., (δ = −0.32),log ft = 5.68 (β+ from 9/2+), (α,nγ), Coul. ex., (3He,2nγ),(11B,p2nγ), (α,3nγ)

9/2+1 720 2.25 ps B(M1/E2→ 7/2+

1 ) = 0.0025/ < 3.3 W.u., (δ = 0.30),B(E2→ 5/2+

1 ) = 28 W.u., log ft = 6.83 (β+ from 9/2+),(11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), Coul. ex., (34S,4p7nγ)

11/2+1 1049 4.6 ps B(M1/E2→ 9/2+

1 ) = 0.011/2.7 W.u., (δ = 0.17),B(E2→ 7/2+

1 ) = 22 W.u., log ft = 7.76 (β+ from 9/2+),(11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), (34S,4p7nγ)

11/2−1 1070 2.8 ns B(E1/M2→ 9/2+

1 ) = 2.42× 10−6/ W.u., (δ = −0.15),B(M2→ 7/2+

1 ) = 0.139 W.u., (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),(34S,4p7nγ)

5/2+2 1201 (M1/E2→ 7/2+

1 : δ = −2.40), (M1/E2→ 5/2+1 : δ = −0.90),

(α,nγ), (3He,2nγ)7/2+

3 1261 (M1/E2→ 5/2+1 : δ = −0.07), (α,nγ), (3He,2nγ)

9/2+2 1278 (M1/E2→ 7/2+

1 : δ = −0.23), log ft = 5.79 (β+ from 9/2+), (α,nγ),(3He,2nγ)

7/2−1 1291 (3He,2nγ)

11/2+2 1320 2.5 ps B(M1/E2→ 9/2+

1 ) = 0.006/11 W.u., (δ = 0.80),B(E2→ 7/2+

2 ) = 33 W.u., (α,nγ), (3He,2nγ)13/2+

1 1497 0.6 ps B(E2→ 9/2+1 ) = 114 W.u., (α,nγ), (11B,p2nγ), (3He,2nγ), (α,3nγ),

(34S,4p7nγ)9/2+

3 1499 0.25 ps B(M1/E2→ 7/2+1 ) = 0.00024/17 W.u., (δ = −10.00),

B(E2→ 5/2+1 ) = 1.8 W.u., log ft = 6.38 (β+ from 9/2+), (α,nγ),

(3He,2nγ)15/2−

1 1572 (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), (34S,4p7nγ)7/2+

4 1685 (M1/E2→ 9/2+1 : δ = −0.45), (3He,2nγ)

9/2−1 1718 (M1/E2→ 11/2−

1 : δ = 0.30), (α,nγ), (3He,2nγ)13/2−

1 1862 0.49 ps B(M1/E2→ 11/2−1 ) = 0.09/ < 11 W.u., (δ = 0.18), (α,nγ), (3He,2nγ)

11/2−2 1945 (M1/E2→ 11/2−

1 : δ = 1.37), (α,nγ), (3He,2nγ)13/2+

2 1966 (M1/E2→ 11/2+1 : δ = 0.39), (3He,2nγ)

15/2+1 2021 0.35 ps B(E2→ 11/2+

1 ) = 70 W.u., (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),(34S,4p7nγ)

19/2−1 2269 (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), (34S,4p7nγ)

17/2+1 2401 0.63 ps B(E2→ 13/2+

1 ) = 55 W.u., (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),(34S,4p7nγ)

23/2−1 3201 (α,3nγ), (34S,4p7nγ)





4–84100

44Ru

56[Ref. p. 4–165

0+1 0

2+1 540

?

0+2 1130

?

4+1 1226

?

2+2 1362

?

?

0+3 1741

?

?

2+3 1865

?

?

?

?

?

6+1 2076

?

3−1 2167

?

?

?

?

?

2−1 2469

?

?

?

?

?

5−1 2528

?

2−2 2916

?

?

?

?

?

7−1 2953

?

?

6−1 2965

?

?

8+1 3062

?

7−2 3140

?

?

?

8−1 3356

?

?

?

9−1 3505

?

?

?

?

10+1 4085

?



Ref. p. 4–165]100

44Ru

564–85


[keV] Refs. [97S, 97A, 99B]

0+1 0 stable log ft = 4.6 (β− from 1+), log ft = 8.54 (EC from 1−),

(3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,d),(p,t), (p,α), (n,n′γ), (n,n′), (p,p′), (d,p)

2+1 540 12.53 ps B(E2→ 0+

1 ) = 35.8 W.u., log ft = 6.5 (β− from 1+),log ft = 8.39 (EC from 1−), µ = 0.96 µn, Q = (−0.43 or −0.20) barn,(3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,d),(p,t), (p,α), (n,n′γ), (n,n′), (p,p′), (d,p)

0+2 1130 8.2 ps B(E2→ 2+

1 ) = 35 W.u., log ft = 5.01 (β− from 1+),log ft = 8.66 (EC from 1−), (3He,d), (n,γ), (α,4nγ), (α,2nγ),Coul. ex., (p,d), (p,t), (p,α), (n,n′γ), (n,n′)

4+1 1226 2.6 ps B(E2→ 2+

1 ) = 52 W.u., log ft � 5.8 (EC from (5)+),(3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,d),(p,t), (n,n′γ), (n,n′)

2+2 1362 1.25 ps B(M1/E2→ 2+

1 ) = 0.0016/23 W.u., (δ = 3.7),B(E2→ 0+

1 ) = 1.47 W.u., log ft = 7.1 (β− from 1+),log ft = 8.48 (EC from 1−), (3He,d), (n,γ), (α,4nγ), (α,2nγ), (α,α′),Coul. ex., (p,d), (p,t), (p,α), (n,n′γ), (n,n′), (p,p′), (d,p)

0+3 1741 log ft = 6.3 (β− from 1+), log ft = 8.87 (EC from 1−),

(3He,d), (n,γ), (p,d), (p,t), (n,n′γ), (n,n′)2+

3 1865 log ft = 6.5 (β− from 1+), (3He,d), (n,γ), (α,4nγ), (α,2nγ), (p,t)6+

1 2076 (3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ)3−

1 2167 30 ps B(E1→ 2+3 ) = 4.1× 10−5 W.u.,

B(E1→ 2+2 ) = 1.5× 10−7 W.u.,

B(E1→ 2+1 ) = 2.0× 10−6 W.u.,

B(E3→ 0+1 ) = 13 W.u.,

(n,γ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,p′)2−

1 2469 (M1/E2→ 3−1 :δ = 1.2), log ft = 5.91 (EC from 1−), (n,γ)

5−1 2528 (E1/M2→ 4+

1 :δ = −0.07), (n,γ), (α,4nγ), (α,2nγ)2−

2 2916 log ft = 4.94 (EC from 1−), (n,γ)7−

1 2953 (α,4nγ), (α,2nγ),6−

1 2965 (M1/E2→ 5+1 :δ = 2.8), (E1/M2→ 6+

1 :δ = 0.4),(α,4nγ), (α,2nγ)

8+1 3062 (34S,2α2nγ), (α,4nγ), (α,2nγ), (3He,d)

7−2 3140 (α,4nγ), (α,2nγ)

8−1 3356 (M1/E2→ 7−

1 :δ = 1.7), (α,4nγ), (α,2nγ)9−

1 3505 (M1/E2→ 8−1 :δ = −1.5), (α,4nγ), (α,2nγ)

10+1 4085 (34S,2α2nγ), (α,4nγ), (α,2nγ)





4–86101

44Ru

57[Ref. p. 4–165

5/2+1 0

3/2+1 127

?

7/2+1 307

?

?

5/2+2 311

?

?

1/2+1 325

?

?

3/2+2 422

?

?

?

?

?

11/2−1 528

?

3/2+3 535

7/2+2 545

?

?

?

?

1/2+2 624

?

?

9/2+1 720

?

?

?

?

9/2+2 929

?

?

?

?

15/2−1 958

?

3/2+4 973

11/2+1 1001

?

?

1/2+3 1098

1/2+4 1111

1/2+5 1227

1/2+6 1276

13/2+1 1501

?

5/2+3 1587

?

19/2−1 1622

?

1/2+7 1714

1/2+8 1758

11/2−2 1774

?

3/2+5 1843

1/2+9 1858

15/2+1 1862

?

3/2+6 1880

1/2+10 1936

3/2+7 1971

1/2+11 2057

17/2+1 2174

?

23/2−1 2473

?

19/2+1 2824

?

1/2+12 3228

27/2−1 3476

?

31/2−1 4614

?

35/2−1 5849

?



Ref. p. 4–165]101

44Ru

574–87


[keV] Refs. [98B1, 97A, 99B]

5/2+1 0 stable log ft = 8.8 (EC from 1/2−), µ = −0.7188 µn, Q = −0.457 barn,

Coul. ex., (d,p), (p,d), (d,t), (n,γ), (3He,2nγ), (α,3nγ), (α,nγ),(7Li,pxnγ)

3/2+1 127 0.655 ns B(M1/E2→ 5/2+

1 ) = 0.022/25 W.u., (δ = 0.148),log ft = 9.05 (EC from 1/2−), µ = −0.210 µn,(α,nγ), (3He,2nγ), (α,3nγ), (n,γ), (d,p), (p,d), (d,t), Coul. ex.

7/2+1 307 0.053 ns B(M1/E2→ 5/2+

1 ) = 0.014/ W.u., (δ = −0.10),B(E2→ 3/2+

1 ) = 14 W.u., log ft = 4.78 (β− from 9/2+),log ft = 5.02 (EC from 9/2+),(α,nγ), (3He,2nγ), (α,3nγ), (d,p), (p,d), Coul. ex.

5/2+2 311 ≤0.15 ns B(M1→ 5/2+

1 ) = 0.0007 W.u., log ft = 7.6 (β− from 9/2+),Coul. ex., (p,d), (3He,2nγ), (α,3nγ), (α,nγ)

1/2+1 325 0.20 ns B(M1/E2→ 3/2+

1 ) = 0.013/ W.u., (δ = 0.05),B(E2→ 5/2+

1 ) = 5 W.u.,Coul. ex., (p,d), (3He,2nγ), (α,3nγ), (α,nγ), (d,p), (d,t)

3/2+2 422 ≥1.4 ps Coul. ex., (d,p), (p,d), (d,t), (3He,2nγ), (α,3nγ), (α,nγ)

11/2−1 528 17.5 µs B(M2→ 7/2+

1 ) = 0.126 W.u.,(3He,2nγ), (α,3nγ), (α,nγ), (d,p), (p,d), (d,t)

3/2+3 535 (n,γ), (d,p), (p,d), (d,t)

7/2+2 545 1.5 ps B(M1→ 7/2+

1 ) = 0.043 W.u., B(M1→ 5/2+2 ) =0.043 W.u.,

B(M1/E2→ 5/2+1 ) = 0.04/120 W.u., (δ = −0.98),

log ft = 5.59 (β− from 9/2+), log ft = 5.37 (EC from 9/2+),(α,nγ), (3He,2nγ, (α,3nγ), Coul. ex., (7Li,pxnγ)

1/2+2 624 ≥1.4 ps (d,p), (p,d), (d,t), Coul. ex.

9/2+1 720 2.1 ps B(E2→ 5/2+

1 ) = 4.74 W.u.,Coul. ex., (α,nγ), (3He,2nγ), (α,3nγ), (p,d), (d,t), (7Li,pxnγ)

9/2+2 929 (M1/E2→ 7/2+

2 : δ = 1.20), (M1/E2→ 7/2+1 : δ = 0.94),

(α,nγ), (α,3nγ), Coul. ex.15/2−

1 958 (α,nγ), (3He,2nγ), (α,3nγ)3/2+

4 973 (n,γ), (d,p), (p,d), (d,t)11/2+

1 1001 (M1/E2→ 9/2+1 : δ = 1.50), log ft = 6.63 (β− from 9/2+),

(α,nγ), (3He,2nγ), (α,3nγ)1/2+

3 1098 (d,p)1/2+

4 1111 (d,p), (p,d), (d,t)1/2+

5 1227 (d,p)1/2+

6 1276 (p,d)13/2+

1 1501 0.59 ps (α,nγ), (3He,2nγ), (α,3nγ), (7Li,pxnγ)5/2+

3 1587 (α,nγ), (d,p), (p,d), (d,t)19/2−

1 1622 >1.2 ps (α,nγ), (3He,2nγ), (α,3nγ)1/2+

7 1714 (d,p), (d,t)1/2+

8 1758 (p,d), (d,t)11/2−

2 1774 2.4 ps (α,nγ), (α,3nγ)3/2+

5 1843 (n,γ), (d,p), (d,t)1/2+

9 1858 (d,p), (d,t)15/2+

1 1862 >1.7 ps (α,nγ), (3He,2nγ), (α,3nγ)3/2+

6 1880 (n,γ), (d,p), (p,d)1/2+

10 1936 (d,p)3/2+

7 1971 (n,γ), (d,p), (p,d), (d,t)1/2+

11 2057 (d,p)





4–88101

44Ru

57[Ref. p. 4–165


[keV] Refs. [98B1, 97A, 99B]

17/2+1 2174 >1.4 ps (α,3nγ), (7Li,pxnγ)

23/2−1 2473 (α,3nγ)

19/2+1 2824 (α,3nγ)

1/2+12 3228 (d,p)

27/2−1 3476 1.0 ps (α,3nγ)

31/2−1 4614 0.42 ps (α,3nγ)

35/2−1 5849 0.35 ps (α,3nγ)





Ref. p. 4–165]102

44Ru

584–89

0+1 0

2+1 475

?

0+2 944

?

?

2+2 1103

?

?

4+1 1106

?

3+1 1522

?

?

?

2+3 1581

?

?

?

0+3 1837

?

?

?

6+1 1873

?

2+4 2037

?

?

?

?

3−1 2044

?

?

?

5+1 2219

?

?

?

5−1 2371

?

6−1 2649

?

?

8+1 2703

?

7−1 2704

?

?

9−1 3136

?

10+1 3431

?

11−1 3816

?

12+1 4052

?

14+1 4803

?



4–90102

44Ru

58[Ref. p. 4–165


[keV] Refs. [98D, 97A, 99B]

0+1 0 stable log ft = 4.78 (β− from 1+), log ft = 8.97 (EC from 1−, 2−),

Coul. ex., (d,p), (n,γ),(d,d′), (3He,n), (7Li,p4nγ), (7Li,d3nγ),(α,2nγ), (12C,10Be)

2+1 475 18.3 ps B(E2→ 0+

1 ) = 43.9 W.u.,log ft = 5.99 (β− from 1+),log ft = 8.52 (EC from 1−, 2−),µ = 0.71 µn, Q = −0.68 barn,Coul. ex., (d,p), (n,γ), (d,d′), (7Li,p4nγ),(α,2nγ), (3He,n), (7Li,d3nγ), (12C,10Be)

0+2 944 25 ps B(E2→ 2+

1 ) = 35 W.u.,log ft = 6.63 (β− from 1+),log ft = 9.32 (EC from 1−, 2−),Coul. ex., (n,γ)

2+2 1103 4.0 ps B(M1/E2→ 2+

1 ) = /27 W.u., (δ = −60),B(E2→ 0+

1 ) = 1.09 W.u.,log ft = 8.83 (EC from 1−, 2−),Coul. ex., (n,γ), (d,d′), (α,2nγ)

4+1 1106 3.0 ps B(E2→ 2+

1 ) = 66 W.u.,log ft = 10.6 (EC from 1−, 2−),Coul. ex., (n,γ), (d,d′), (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)

3+1 1522 (M1/E2→ 4+

1 :δ = −7.2),(M1/E2→ 2+

1 :δ = −5.7),log ft = 10.0 (EC from 1−, 2−), (n,γ)

2+3 1581 (M1/E2→ 2+

1 :δ = 0.25),log ft = 5.87 (β− from 1+), (n,γ)

0+3 1837 log ft = 6.06 (β− from 1+),

log ft = 9.13 (EC from 1−, 2−), (n,γ)6+

1 1873 (n,γ), (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)2+

4 2037 (M1/E2→ 2+1 :δ = −1.90),

log ft = 9.011 (EC from 1−, 2−), (n,γ)3−

1 2044 Coul. ex., (n,γ), (d,d′), (12C,10Be)5+

1 2219 (M1/E2→ 4+1 :δ = −1.10),

log ft = 6.26 (β− from (4, 5)),log ft = 6.21 (EC from 6(+)), (n,γ)

5−1 2371 (n,γ), (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)

6−1 2649 (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)

8+1 2703 (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)

7−1 2704 (7Li,p4nγ), (7Li,d3nγ), (α,2nγ)

9−1 3136 (7Li,p4nγ), (7Li,d3nγ)

10+1 3431 (7Li,p4nγ), (7Li,d3nγ), (α,2nγ)

11−1 3816 (7Li,p4nγ), (7Li,d3nγ)

12+1 4052 (7Li,p4nγ), (7Li,d3nγ), (α,2nγ)

14+1 4803 (7Li,p4nγ), (7Li,d3nγ)





Ref. p. 4–165]103

44Ru

594–91

3/2+1 0

5/2+1 3

?

5/2+2 136

?

?

1/2+1 174

?

?

7/2+1 214

?

?

?

11/2−1 238

?

3/2+2 346

?

?

?

?

7/2+2 404

?

?

?

1/2+2 432

?

?

15/2−1 654

?

1/2+3 737

?

?

?

?

1/2+4 1107

?



[keV] Refs. [93B1, 97A, 99B]

3/2+1 0 39.26 d log ft = 5.2311 (β− from 5/2+), µ = 0.2000 µn, Q = 0.62 barn,

(d,p), (n,γ), (α,nγ), (7Li,pnγ)5/2+

1 3 (p,d), (d,t), (n,γ), (α,nγ)5/2+

2 136 log ft = 5.66 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ)1/2+

1 174 (d,p), (p,d), (d,t), (n,γ), (α,nγ)7/2+

1 214 <15 ns log ft = 6.21 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ),(7Li,pnγ)

11/2−1 238 1.69 ms B(M2→ 7/2+

1 ) = 0.12 W.u., (d,p), (p,d), (d,t), (α,nγ), (7Li,pnγ)3/2+

2 346 log ft = 7.6 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ)7/2+

2 404 (E2/M1→ 3/2+1 :δ = −1.1), (E2/M1→ 5/2+

2 :δ = −1.1),log ft = 6.8916 (β− from 5/2+), (n,γ), (α,nγ)

1/2+2 432 log ft = 7.6812 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ)

15/2−1 654 (α,nγ), (7Li,pnγ)

1/2+3 737 (d,p), (p,d), (d,t), (n,γ)

1/2+4 1107 (d,p), (n,γ)

13/2+1 1200 (α,nγ)

11/2+1 1314 (α,nγ)

19/2+1 2132 (α,nγ), (7Li,pnγ)





4–92104

44Ru

60[Ref. p. 4–165

0+1 0

2+1 358

?

4+1 889

?

2+2 893

?

?

0+2 988

?

3+1 1242

?

?

?

6+1 1556

3−1 1970

2+3 2035

?

?

2+4 2285

?

?

3−2 2482

?

?

?

?



[keV] Refs. [91B2, 97A, 99B]

0+1 0 stable log ft = 4.32 (EC from 1+), (π−,π−x), Coul. ex., (d,d′), (HI,xnγ)

2+1 358 56.4 ps B(E2→ 0+

1 ) = 60 W.u., log ft = 8.1 (β− from (3+)),log ft = 5.42 (EC from 1+), µ = 0.82 µn, Q = −0.70 barn,Coul. ex., (d,d′), (HI,xnγ)

4+1 889 5.6 ps B(E2→ 2+

1 ) = 71 W.u., log ft = 8.34 (β− from (3+)),Coul. ex., (d,d′), (HI,xnγ)

2+2 893 5.0 ps B(M1/E2→ 2+

1 ) = 1.5×−4 /38 W.u., (δ = −9.0),B(E2→ 0+

1 ) = 2.1 W.u., log ft = 8.14 (β− from (3+)),Coul. ex., (d,d′)

0+2 988 7.9 ps B(E2→ 2+

1 ) = 25 W.u., Coul. ex.3+

1 1242 (M1/E2→ 2+1 :δ = 3.2), log ft = 8.18 (β− from (3+))

6+1 1556 (HI,xnγ)

3−1 1970 log ft = 8.02 (β− from (3+)), Coul. ex., (d,d′)

2+3 2035 log ft = 7.62 (β− from (3+)), (d,d′)

2+4 2285 log ft = 8.20 (β− from (3+)), (d,d′)

3−2 2482 log ft = 7.86 (β− from (3+)), (d,d′)





Ref. p. 4–165]106

44Ru

524–93

0+1 0

2+1 270

?

2+2 792

?

?

0+2 991

?

?

2+3 1392

?

?

?



[keV] Refs. [94D, 97A, 99B]

0+1 0 373.59 d (t,p), (t,pγ), (18O,16Oγ)

2+1 270 log ft = 7.13 (β− from (1, 2)),

(t,p), (t,pγ), (18O,16Oγ)2+

2 792 (M1/E2→ 2+1 :δ = 7.1),

log ft = 7.24 (β− from (1, 2)),(18O,16Oγ), (t,p)

0+2 991 log ft = 7.6510 (β− from (1, 2)),

(t,p), (t,pγ)2+

3 1392 (M1/E2→ 2+1 :δ = 0.24),

log ft = 7.5510 (β− from (1, 2)),





4–9499

45Rh

54[Ref. p. 4–165

1/2−1 0

9/2+1 64

5/2−1 427

?

13/2+1 842

?

9/2−1 979

?

13/2−1 1659

?

?

17/2+1 1702

?

19/2+1 2195

?

17/2−1 2299

?

21/2+1 2593

?

?

21/2+2 3015

?

21/2−1 3111

?

23/2+1 3149

?

25/2+1 3586

?

27/2+1 4263

?

31/2+1 5319

?



[keV] Refs. [94P, 97A, 99B]

1/2−1 0 16.1 d (12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (p,nγ), (p,p)

9/2+1 64 4.7 h µ = 5.668 µn,

(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (p,nγ)5/2−

1 427 (6Li,3nγ), (p,nγ)13/2+

1 842 2.6 ps B(E2→ 9/2+1 ) = 28 W.u.,

(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (p,nγ),(16O,α2nγ)

9/2−1 979 (6Li,3nγ), (p,nγ), (16O,α2nγ)

13/2−1 1659 (6Li,3nγ), (16O,α2nγ)

17/2+1 1702 <3.3 ps B(E2→ 13/2+

1 ) > 13 W.u.,(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (16O,α2nγ)

19/2+1 2195 6.3 ps B(M1→ 17/2+

1 ) = 0.029 W.u.,(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (16O,α2nγ)

17/2−1 2299 (6Li,3nγ), (16O,α2nγ)

21/2+1 2593 <3.6 ps B(M1→ 19/2+

1 ) > 0.043 W.u.,B(E2→ 17/2+

1 ) > 5.7 W.u.,(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ)

21/2+2 3015 (16O,α2nγ)

21/2−1 3111 (6Li,3nγ), (16O,α2nγ)

23/2+1 3149 (12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (16O,α2nγ)

25/2+1 3586 (12C,p3nγ), (32S,3pγ), (16O,α2nγ)

27/2+1 4263 (12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (16O,α2nγ)

31/2+1 5319 (6Li,3nγ), (16O,α2nγ)





Ref. p. 4–165]101

45Rh

564–95

1/2−1 0

9/2+1 157

?

7/2+1 182

?

5/2−1 355

?

11/2+1 748

?

?

?

7/2+2 748

?

?

?

13/2+1 893

?

?

9/2−1 899

?

7/2+3 1359

?

?

?



[keV] Refs. [98B1, 97A, 99B]

1/2−1 0 3.3 y (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t) (p,nγ)

9/2+1 157 4.34 d B(M4→ 1/2−

1 ) = 2.4 W.u., µ = 5.475 µn,(12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t), (p,nγ)

7/2+1 182 1.91 ns B(M1/E2→ 9/2+

1 ) = 0.033/ W.u., (δ = 0.020),(12C,4npγ), (p,2nγ), (6Li,3nγ), (p,nγ)

5/2−1 355 (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t), (p,nγ)

11/2+1 747.77 (6Li,3nγ)

7/2+2 747.8 ≤0.2 ns (M1/E2→ 9/2+

1 :δ = 0.68), (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,nγ)13/2+

1 893 (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,nγ)9/2−

1 899 (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t), (p,nγ)7/2+

3 1359 log ft = 5.9 (EC from 5/2+), (p,nγ)1/2−

2 1531 (p,t)1/2−

3 1997 (p,t)





4–96103

45Rh

58[Ref. p. 4–165

1/2−1 0

7/2+1 40

?

9/2+1 93

?

3/2−1 295

?

5/2−1 357

?

?

?

5/2+1 537

?

?

?

5/2+2 650

?

?

?

?

11/2+1 658

?

1/2−2 803

?

?

?

13/2+1 821

?

?

7/2−1 848

?

?

5/2−2 880

?

?

?

9/2−1 920

?

?

5/2−3 1107

?

?

3/2−2 1277

?

?

?

?

15/2+1 1525

?

?

13/2−1 1638

?

17/2+1 1717

?

?

17/2−1 2345

?

?

17/2−2 2419

?



Ref. p. 4–165]103

45Rh

584–97


[keV] Refs. [93B1, 97A, 99B]

1/2−1 0 stable log ft = 9.53 (β− from 3/2+), µ = 0.0884 µn,

(12C,p2nγ), (6Li,3nγ), (7Li,4nγ), (p,p′), (p,p′γ), (d,d′), (n,n′),(n,n′γ), Coul. ex.

7/2+1 40 56.114 m B(E3→ 1/2−

1 ) = 0.00249 W.u.,log ft = 5.85 (EC from 5/2+), µ = 4.54 µn,(6Li,3nγ), (7Li,4nγ), (p,p′), (p,p′γ), (n,n′), (n,n′γ)

9/2+1 93 1.11 ns B(M1→ 7/2+

1 ) = 0.043 W.u., µ = 4.9 µn,(6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ)

3/2−1 295 6.7 ps B(M1/E2→ 1/2−

1 ) = 0.12/36 W.u., (δ = −0.17),log ft = 9.35 (β− from 3/2+), log ft = 10.6 (EC from 5/2+),(6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ), (p,p′γ), Coul. ex.

5/2−1 357 74 ps B(E1→ 7/2+

1 ) = 7.9× 10−8 W.u., B(E2→ 1/2−1 ) = 44 W.u.,

log ft = 10.68 (β− from 3/2+), log ft = 8.62 (EC from 5/2+),µ = 1.09 µn, Q = −0.41 barn, (6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ),(p,p′γ), (12C,p2nγ), Coul. ex., (d,d′)

5/2+1 537 39 ps B(E1→ 3/2−

1 ) = 9.0× 10−8 W.u., B(E2→ 9/2+1 ) = 0.107 W.u.,

B(M1/E2→ 7/2+1 ) = 0.004/2.0 W.u., (δ = −0.368),

log ft = 5.74 (β− from 3/2+), log ft = 7.3 (EC from 5/2+),(6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ)

5/2+2 650 ≤0.1 ns (M1/E2→ 7/2+

1 :δ = 0.09),(p,p′), (p,p′γ), (n,n′γ)

11/2+1 658 (M1/E2→ 9/2+

1 :δ = 0.15),(6Li,3nγ), (7Li,4nγ), (p,p′γ)

1/2−2 803 0.120 ps B(M1→ 1/2−

1 ) = 0.263 W.u.,(p,p′), (n,n′γ), Coul. ex.

13/2+1 821 (6Li,3nγ), (7Li,4nγ)

7/2−1 848 1.9 ps B(E2→ 3/2−

1 ) = 34 W.u., µ = 2.0 µn,(6Li,3nγ), (7Li,4nγ), (n,n′γ), (p,p′), Coul. ex.

5/2−2 880 2.2 ps B(M1/E2→ 5/2−

1 ) = 0.02/4 W.u., (δ = −0.25),B(M1/E2→ 3/2−

1 ) = 0.014/2.7 W.u., (δ = −0.27),(p,p′), (p,p′γ), (d,d′), (n,n′γ), Coul. ex.

9/2−1 920 5.6 ps B(E2→ 5/2−

1 ) = 46 W.u.,(M1/E2→ 7/2−

1 :δ = −2.6), µ = 2.8 µn,(12C,p2nγ), (6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ), Coul. ex.

5/2−3 1107 (M1/E2→ 5/2−

1 :δ = −0.80),(p,p′), (n,n′γ), Coul. ex.

3/2−2 1277 0.60 ps (M1/E2→ 1/2−

1 :δ = −0.60),(p,p′), (p,p′γ), (n,n′γ), Coul. ex., (γ,γ′)

15/2+1 1525 (M1/E2→ 13/2+

1 :δ = 0.10),(6Li,3nγ), (7Li,4nγ)

13/2−1 1638 (12C,p2nγ), (6Li,3nγ), (7Li,4nγ)

17/2+1 1717 (6Li,3nγ), (7Li,4nγ)

17/2−1 2345 (12C,p2nγ), (6Li,3nγ), (7Li,4nγ)

17/2−2 2419 (6Li,3nγ), (7Li,4nγ)





4–98105

45Rh

60[Ref. p. 4–165

7/2+1 0

1/2−1 130

?

9/2+1 149

?

3/2−1 393

?

5/2−1 456

?

?

3/2+1 469

?

?

5/2+1 499

?

?

7/2+2 639

?

?

?

5/2+2 724

?

?

?

?

3/2−2 762

?

?

1/2+1 786

?

?

?

?

3/2+2 806

?

?

?

?

?

?

9/2+2 830

5/2−2 866

7/2−1 898

5/2+3 969

?

?

?

?

?

?

?

?

?

?

1/2−2 1297

3/2+3 1345

?

?

?

?

?

?

?

?

3/2+4 1377

?

?

?

?

?

?

?

?



Ref. p. 4–165]105

45Rh

604–99


[keV] Refs. [93D, 97A, 99B]

7/2+1 0 35.36 h µ = 4.452 µn, (t,p), (p,α), (t,α), (3He,d)

1/2−1 130 45 s B(E3→ 7/2+

1 ) = 0.0133 W.u.,log ft = 8.1322 (β− from 3/2+),(t,p), (p,α), (t,α), (3He,d)

9/2+1 149 ≤ 0.3 ns B(M1/E2→ 7/2+

1 ) > 0.017/ > 75 W.u., (δ = 0.34),(p,α), (t,α), (3He,d)

3/2−1 393 (M1/E2→ 1/2−

1 :δ = −0.16),log ft = 8.6 (β− from 3/2+),(t,p), (p,α), (t,α), (3He,d)

5/2−1 456 B(E2→ 1/2−

1 ) > 2.1 W.u.,(t,p), (p,α), (t,α), (3He,d)

3/2+1 469 ≤0.4 ns (t,p), (t,α), (3He,d)

5/2+1 499 log ft = 8.4 (β− from 3/2+),

(p,α), (t,α), (3He,d)7/2+

2 639 (M1/E2→ 9/2+1 :δ = 0.25),

(β− from 3/2+)5/2+

2 724 ≤0.2 ns B(M1/E2→ 5/2+1 ) > 1.2× 10−5/ > 0.21 W.u.,

B(M1/E2→ 3/2+1 ) > 4.5× 10−6/ > 0.061 W.u.,

B(E2→ 9/2+1 ) > 0.027 W.u.,

B(M1/E2→ 7/2+1 ) > 0.00028/ > 0.0012 W.u., (δ = −0.12),

log ft = 6.175 (β− from 3/2+),(p,α), (t,α), (3He,d)

3/2−2 762 log ft = 8.50 (β− from 3/2+),

(t,p), (t,α), (3He,d)1/2+

1 786 ≤0.4 ns B(M1/E2→ 3/2+1 ) > 0.0011/ > 0.34 W.u., (δ = −0.20),

B(E2→ 5/2+1 ) ≥ 0.042 W.u.,

B(E1→ 3/2−1 ) > 2.7× 10−6 W.u.,

(3He,d)3/2+

2 806 ≤0.2 ns B(E1→ 5/2−1 ) > 1.9× 10−6 W.u.,

B(E1→ 3/2−1 ) > 2.5× 10−6 W.u.,

B(E1→ 1/2−1 ) > 4.0× 10−6 W.u.,

log ft = 6.46415 (β− from 3/2+),(3He,d)

9/2+2 830 (t,p), (t,α)

5/2−2 866 (t,p), (p,α), (t,α), (3He,d)

7/2−1 898 (t,p), (p,α), (3He,d)

5/2+3 969 (E2/M1→ 3/2+

1 :δ = 0.7),(3He,d)

1/2−2 1297 (t,p), (t,α)

3/2+3 1345 (M1/E2→ 3/2+

1 :δ = 1.3),(β− from 3/2+)

3/2+4 1377 (β− from 3/2+)

3/2−3 1462 (t,p), (t,α)

3/2+5 6640 (p,p)

1/2+2 6775 (p,p)





4–100100

46Pd

54[Ref. p. 4–165

0+1 0

2+1 666

?

4+1 1416

?

6+1 2189

?

8+1 2988

?

8−1 3178

?

?

10+1 3869

?



[keV] Refs. [97S, 97A, 99B]

0+1 0 3.63 d (12C,3nγ), (37Cl,p2nγ)

2+1 666 log ft > 6.1 (EC from (2)+)

(12C,3nγ), (37Cl,p2nγ)4+

1 1416 (12C,3nγ), (37Cl,p2nγ)6+

1 2189 log ft = 6.1 (EC from (5)+)(12C,3nγ), (37Cl,p2nγ)

8+1 2988 (12C,3nγ), (37Cl,p2nγ)

8−1 3178 0.9 ns (12C,3nγ), (37Cl,p2nγ)

10+1 3869 (12C,3nγ), (37Cl,p2nγ)





Ref. p. 4–165]102

46Pd

564–101

0+1 0

2+1 556

?

4+1 1276

?

2+2 1534

?

?

?

0+2 1593

?

?

?

0+3 1658

?

?

2+3 1944

?

?

?

6+1 2111

?

3+1 2112

?

4+2 2138

?

?

?

?

5−1 2474

?

?

6−1 2914

?

8+1 3013

?

7−1 3188

?

?

8+2 3340

?

?

7−2 3390

?

8−1 3671

?

?

9−1 3728

?

?

?

?

10+1 3993

?

10−1 4318

?

?

11−1 4433

?

?

12+1 5055

?

12−1 5094

?

?

13−1 5326

?

14−1 5985

?

?

14+1 6139

?

14+2 6180

?

15−1 6345

?

16−1 6988

?

?

16+1 7429

?

17−1 7461

?

18−1 8063

?

?

18+1 8707

?

19−1 8738

?

20−1 9214

?

20+1 9893

?

21−1 10178

?

20+2 10223

?

22−1 10540

?

22+1 11886

?

24−1 12025

?

24+1 13593

?



4–102102

46Pd

56[Ref. p. 4–165


[keV] Refs. [98D, 97A, 99B]

0+1 0 stable log ft = 9.56 (β− from (1−, 2−)), (α,nγ), (α,2nγ), Coul. ex., (p,p′γ),

(p,2nγ), (HI,xnγ)2+

1 556 11.5 ps B(E2→ 0+1 ) = 32.6 W.u., log ft = 9.52 (β− from (1−, 2−)),

log ft = 6.9 (EC from 2+), µ = 0.82 µn, Q = −0.20 barn,(α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (p,2nγ), (HI,xnγ)

4+1 1276 2.04 ps B(E2→ 2+

1 ) = 50.9 W.u., log ft = 6.26 (EC from 5+),(α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (p,2nγ), (HI,xnγ)

2+2 1534 0.65 ps B(M1/E2→ 2+

1 ) = 0.002/15 W.u., (δ = 2.8),B(E2→ 2+

1 ) = 4.2 W.u., log ft = 6.63 (EC from 2+),(α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (HI,xnγ)

0+2 1593 14.5 ns Coul. ex., (p,p′γ), (p,2nγ)

0+3 1658 0.87 ps Coul. ex., (p,p′γ)

2+3 1944 1.9 ps B(M1/E2→ 2+

1 ) = 5× 10−5/1.6 W.u., (δ = 8.1), Coul. ex., (p,p′γ)6+

1 2111 log ft = 6.31 (EC from 5+), (α,nγ), (α,2nγ), (p,p′γ), (p,2nγ),(HI,xnγ)

3+1 2112 (M1/E2→ 2+

1 :δ = 15.0), (α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (HI,xnγ)4+

2 2138 0.52 ps log ft = 5.94 (EC from 5+), (α,nγ), (α,2nγ), Coul. ex., (p,p′γ),(HI,xnγ)

5−1 2474 (E1/M2→ 4+

2 :δ = −0.06), (E1/M2→ 4+1 :δ = −0.04), (α,nγ), (α,2nγ),

(HI,xnγ)6−

1 2914 (M1/E2→ 5−1 :δ = 0.32), (α,nγ), (α,2nγ), (HI,xnγ)

8+1 3013 (α,nγ), (α,2nγ), (HI,xnγ)

7−1 3188 (M1/E2→ 6−

1 :δ = 0.20), (α,nγ), (α,2nγ), (HI,xnγ)8+

2 3340 (M1/E2→ 8+1 :δ = −0.27), (α,nγ), (α,2nγ), (HI,xnγ)

7−2 3390 (E1/M2→ 6+

1 :δ = −0.05), (HI,xnγ)8−

1 3671 (M1/E2→ 7−1 :δ = 1.5), (α,nγ), (α,2nγ), (HI,xnγ)

9−1 3728 (E1/M2→ 8+

2 :δ = −0.13), (E1/M2→ 8+1 :δ = −0.03), (HI,xnγ)

10+1 3993 (α,nγ), (α,2nγ), (HI,xnγ)

10−1 4318 (M1/E2→ 9−

1 :δ = 0.14), (HI,xnγ)11−

1 4433 (HI,xnγ)12+

1 5055 (HI,xnγ)12−

1 5094 (HI,xnγ)13−

1 5326 (HI,xnγ)14−

1 5985 (HI,xnγ)14+

1 6139 (HI,xnγ)14+

2 6180 (HI,xnγ)15−

1 6345 (HI,xnγ)16−

1 6988 (HI,xnγ)16+

1 7429 (HI,xnγ)17−

1 7461 (HI,xnγ)18−

1 8063 (HI,xnγ)18+

1 8707 (HI,xnγ)19−

1 8738 (HI,xnγ)20−

1 9214 (HI,xnγ)20+

1 9893 (HI,xnγ)21−

1 10178 (HI,xnγ)20+

2 10223 (HI,xnγ)22−

1 10540 (HI,xnγ)22+

1 11886 (HI,xnγ)





Ref. p. 4–165]103

46Pd

574–103

5/2+1 0

3/2+1 119

?

7/2+1 244

?

?

5/2+2 267

?

?

7/2+2 532

?

?

?

5/2+3 699

?

?

?

?

?

9/2+1 717

?

?

?

?

1/2+1 727

?

?

11/2−1 784

?

?

9/2+2 900

?

?

?

?

?

11/2+1 904

?

?

15/2−1 1261

?

5/2+4 1277

?

?

13/2+1 1527

?

5/2+5 1581

?

?

1/2+2 1640

15/2+1 1777

?

1/2+3 1820

19/2−1 1975

?

19/2+1 2764

?

23/2−1 2822

?

27/2−1 3792

?



4–104103

46Pd

57[Ref. p. 4–165


[keV] Refs. [93B1, 97A, 99B]

5/2+1 0 16.991 d log ft = 5.8514 (EC from 7/2+),

(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)3/2+

1 119 0.70 ns B(M1/E2→ 5/2+1 ) = 0.015/11.5 W.u., (δ = 0.09),

log ft ≥ 7.3 (EC from 7/2+),(d,p), (p,nγ), (HI,xnγ)

7/2+1 244 (M1/E2→ 5/2+

1 :δ = −0.085),log ft = 6.13 (EC from 7/2+),(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)

5/2+2 267 (M1/E2→ 5/2+

1 :δ = −0.14),log ft = 5.25 (EC from 7/2+),(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)

7/2+2 532 (M1/E2→ 7/2+

1 :δ = −0.17),(M1/E2→ 5/2+

1 :δ = −0.7),(p,nγ), (HI,xnγ)

5/2+3 699 log ft = 6.9810 (EC from 7/2+),

(d,p), (p,nγ), (d,t),(3He,α)9/2+

1 717 (M1/E2→ 7/2+2 :δ = −0.12),

log ft = 7.4519 (EC from 7/2+),(p,nγ), (HI,xnγ)

1/2+1 727 B(M1/E2→ 3/2+

1 ) = W.u.,log ft = 8.0 (EC from 7/2+),(d,p), (p,nγ), (d,t),(3He,α)

11/2−1 784 25 ns B(E1→ 9/2+

1 ) = 2.4× 10−5 W.u.,B(M2→ 7/2+

1 ) = 0.16 W.u., µ = 1.05 µn,(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)

9/2+2 900 log ft = 6.77 (EC from 7/2+),

(p,nγ), (HI,xnγ)11/2+

1 904 (p,nγ), (HI,xnγ)15/2−

1 1261 B(E2→ 11/2−1 ) = W.u.,

(p,nγ), (HI,xnγ)5/2+

4 1277 45 fs B(M1/E2→ 3/2+1 ) = 0.057/8 W.u., (δ = 0.5),

(d,p), (p,nγ)13/2+

1 1527 (HI,xnγ)5/2+

5 1581 42 fs B(M1/E2→ 7/2+1 ) = 0.07/35 W.u., (δ = 0.98),

B(M1/E2→ 5/2+1 ) = 0.028/6 W.u., (δ = 0.8),

log ft = 7.06 (EC from 7/2+),(p,nγ), (d,t),(3He,α)

1/2+2 1640 (d,t),(3He,α)

15/2+1 1777 (HI,xnγ)

1/2+3 1820 (d,t),(3He,α)

19/2−1 1975 (HI,xnγ)

19/2+1 2764 (HI,xnγ)

23/2−1 2822 (HI,xnγ)

27/2−1 3792 (HI,xnγ)





Ref. p. 4–165]104

46Pd

584–105

0+1 0

2+1 556

?

4+1 1324

?

0+2 1334

?

?

2+2 1342

?

?

0+3 1793

?

?

2+3 1794

?

?

?

3+1 1821

?

?

?

4+2 2082

?

?

?

0+4 2103

0+5 2139

?

4+3 2182

?

?

?

2+4 2245

?

?

6+1 2250

?

4+4 2265

?

?

?

?

?

4−1 2299

?

?

?

?

5−1 2491

?

?

?

?

2+5 2521

?

?

4+5 2570

?

4+6 2643

?

?

?

5−2 2668

?

4+7 2678

?

2+6 2695

?

4+8 2767

?

?

4+9 2775

?

?

4+10 2801

?

6−1 2901

?

?

?

?

7−1 2988

?

?

?

4+11 2994

?

?

?

4+12 3105

?

?

?

?

?

4+13 3137

?

?

?

8−1 3152

?

?

4+14 3158

?

?

?

?

8+1 3221

?

4+15 3281

?

?

?

4+16 3285

?

4+17 3362

9−1 3368

?

?

4+18 3474

?

?

4+19 3666

4+20 3738

10−1 3770

?

?

4+21 3787

4+22 3934

10+1 4023

?

11−1 4048

?

12+1 4635

?

12−1 4649

?

13−1 4963

?

14+1 5432

?

14−1 5681

?

15−1 6022

?

16+1 6358

?

18+1 7422?



4–106104

46Pd

58[Ref. p. 4–165


[keV] Refs. [91B2, 97A, 99B]

0+1 0 stable log ft = 4.55 (β− from 1+), Coul. ex., (d,t), (p,t), (p,α), (p,p′),

(p,p′γ), (n,n′γ), (α,4nγ), (13C,3nγ), (48Ca,6n2pγ)2+

1 556 9.9 ps B(E2→ 0+1 ) = 36 W.u., log ft = 5.8 (β− from 1+),

log ft = 5.82 (EC from 2+), µ = 0.92 µn, Q = −0.47 barn,Coul. ex., (d,t), (p,t), (p,α), (p,p′), (p,p′γ), (n,n′γ), (α,4nγ),(13C,3nγ), (48Ca,6n2pγ)

4+1 1324 1.5 ps B(E2→ 2+

1 ) = 49 W.u., log ft = 7.3 (β− from 4+, 5+),log ft = 6.8 (EC from 5+), Coul. ex., (d,t), (p,t), (p,p′), (p,p′γ),(n,n′γ), (α,4nγ), (13C,3nγ), (48Ca,6n2pγ),

0+2 1334 5.2 ps B(E2→ 2+

1 ) = 13.2 W.u., log ft = 7.36 (β− from 1+),(d,t), (p,t), (p,α), (p,p′), (p,p′γ), (n,n′γ)

2+2 1342 1.60 ps B(E2→ 2+

1 ) = 21.8 W.u., B(E2→ 0+1 ) = 1.2 W.u.,

log ft = 8.7 (β− from 1+), log ft = 6.86 (EC from 2+),Coul. ex., (d,t), (p,t), (p,p′), (p,p′γ), (n,n′γ), (α,4nγ), (13C,3nγ)

0+3 1793 <0.25 ps B(E2→ 2+

1 ) > 25 W.u., log ft = 5.5 (β− from 1+),Coul. ex., (d,t), (p,t), (p,α)

2+3 1794 <1.4 ps B(E2→ 0+

1 ) > 0.066 W.u., log ft = 6.3 (β− from 1+),Coul. ex., (d,t), (p,p′), (p,p′γ), (n,n′γ)

3+1 1821 (M1/E2→ 2+

1 :δ = 0.23), log ft = 7.31 (EC from 5+),log ft = 7.00 (EC from 2+), (d,t), (p,α), (p,p′γ), (n,n′γ), (α,4nγ),(13C,3nγ)

4+2 2082 1.2 ps B(E2→ 2+

2 ) = 25 W.u., (M1/E2→ 4+1 :δ = −0.84),

B(E2→ 2+1 ) = 0.6 W.u., log ft = 6.1 (β− from 4+, 5+),

log ft = 5.48 (EC from 5+), Coul. ex., (d,t), (p,t), (p,p′), (p,p′γ),(n,n′γ), (α,4nγ), (13C,3nγ)

0+4 2103 (p,p′)

0+5 2139 (p,t), (p,p′), (n,n′γ)

4+3 2182 (M1/E2→ 4+

1 :δ = 0.45), log ft = 6.2 (β− from 4+, 5+),log ft = 5.46 (EC from 5+), (d,t), (p,t), (p,p′), (p,p′γ), (n,n′γ),(13C,3nγ)

2+4 2245 log ft = 6.5 (EC from 2+), (d,t), (p,t), (p,p′), (n,n′γ)

6+1 2250 log ft = 6.5 (EC from 5+), (p,p′γ), (n,n′γ), (α,4nγ), (13C,3nγ),

(48Ca,6n2pγ)4+

4 2265 (M1/E2→ 4+1 :δ = −0.64), log ft = 5.8 (β− from 4+, 5+),

log ft = 5.05 (EC from 5+), (d,t), (p,p′), (p,p′γ), (n,n′γ), (13C,3nγ),(α,4nγ)

4−1 2299 (E1/M2→ 4+

1 :δ = 0.50), log ft = 7.01 (EC from 5+),log ft = 6.89 (EC from 2+), (n,n′γ), (13C,3nγ)

5−1 2491 (13C,3nγ)

2+5 2521 log ft = 6.95 (EC from 2+), (p,t), (p,p′), (n,n′γ)

4+5 2570 (d,t), (p,t), (p,p′), (p,p′γ), (n,n′γ)

4+6 2643 (d,t), (p,t), (p,p′), (n,n′γ)

5−2 2668 (E1/M2→ 4+

1 :δ = −0.06), (13C,3nγ)4+

7 2678 log ft = 7.61 (EC from 5+), (d,t)2+

6 2695 (d,t), (p,p′)4+

8 2767 log ft = 6.91 (EC from 5+), (p,t), (n,n′γ)4+

9 2775 (p,p′), (n,n′γ)4+

10 2801 log ft = 7.93 (EC from 5+), log ft = 7.32 (EC from 2+),(d,t), (p,t), (p,p′), (n,n′γ)





Ref. p. 4–165]104

46Pd

584–107


[keV] Refs. [91B2, 97A, 99B]

6−1 2901 (M1/E2→ 5−

1 :δ = −0.02), (E1/M2→ 6+1 :δ = 0.18),

(13C,3nγ)7−

1 2988 (E1/M2→ 6+1 :δ = −0.04), (13C,3nγ)

4+11 2994 (d,t), (p,p′), (n,n′γ)

4+12 3105 log ft = 5.37 (EC from 5+), (d,t), (p,p′γ), (n,n′γ)

4+13 3137 (d,t), (p,p′), (n,n′γ)

8−1 3152 (13C,3nγ)

4+14 3158 (p,p′), (p,p′γ)

8+1 3221 (α,4nγ), (13C,3nγ), (48Ca,6n2pγ)

4+15 3281 (p,p′), (n,n′γ)

4+16 3285 (p,p′)

4+17 3362 (p,p′)

9−1 3368 (13C,3nγ)

4+18 3474 (p,p′)

4+19 3666 (p,p′)

4+20 3738 (p,p′)

10−1 3770 (M1/E2→ 9−

1 :δ = −1.0), (13C,3nγ)4+

21 3787 (p,p′)4+

22 3934 (p,p′)10+

1 4023 (13C,3nγ), (48Ca,6n2pγ)11−

1 4048 (13C,3nγ)12+

1 4635 (13C,3nγ), (48Ca,6n2pγ)12−

1 4649 (13C,3nγ)13−

1 4963 (13C,3nγ)14+

1 5432 (13C,3nγ), (48Ca,6n2pγ)14−

1 5681 (13C,3nγ)15−

1 6022 (13C,3nγ)16+

1 6358 (13C,3nγ), (48Ca,6n2pγ)18+

1 7422 (13C,3nγ), (48Ca,6n2pγ)





4–108105

46Pd

59[Ref. p. 4–165

5/2+1 0

3/2+1 281

?

7/2+1 306

?

5/2+2 319

?

?

1/2+1 345

?

?

11/2−1 489

?

3/2+2 561

?

?

7/2−1 645

?

?

?

1/2+2 673

?

?

?

?

9/2+1 782

?

5/2+3 929

?

?

?

3/2−1 1088

?

?

?

?

?

?

?



[keV] Refs. [93D, 97A, 99B]

5/2+1 0 stable log ft = 5.728 (β− from 7/2+), log1u ft = 9.59 (EC from 1/2−),

log ft = 6.2 (EC from 7/2+), µ = −0.642 µn, Q = 0.66 barn, (d,p),(d,t), (12C,3nγ), (α,3nγ), Coul. ex., (γ,γ), (n,n′γ), (p,d), (48Ca,α3n)

3/2+1 281 67 ps µ = −0.074 µn, B(M1/E2→ 5/2+

1 ) = 0.015/0.98 W.u., (δ = 0.078),(α,3nγ), (d,p), (d,t), Coul. ex., (n,n′γ), (p,d)

7/2+1 306 >69 ps (M1/E2→ 5/2+

1 : δ = 0.05), log ft = 5.76 (β− from 7/2+),log ft = 6.45 (EC from 7/2+), (12C,3nγ), (α,3nγ), Coul. ex., (n,n′γ),(p,d), (48Ca,α3n)

5/2+2 319 39 ps µ = 0.95 µn, B(M1/E2→ 3/2+

1 ) = 0.0112/ < 300 W.u., (δ < 0.22),B(M1/E2→ 5/2+

1 ) = 0.016/1.5 W.u., (δ = 0.103),log ft = 5.11 (β− from 7/2+), log ft = 5.76 (EC from 7/2+), (d,p),(d,t), (12C,3nγ), Coul. ex., (γ,γ), (n,n′γ), (p,d)

1/2+1 345 0.88 ns B(M1/E2→ 3/2+

1 ) = 0.015/ < 9.5 W.u., (δ = −0.025),B(E2→ 5/2+

1 ) = 3.5 W.u., log ft = 7.03 (EC from 1/2−), (d,p), (d,t),Coul. ex., (n,n′γ), (p,d)

11/2−1 489 36.1 µs B(M2→ 7/2+

1 ) = 0.13 W.u., (12C,3nγ), (α,3nγ), (d,p), (d,t), (n,n′γ),(p,d), (48Ca,α3n)

3/2+2 561 1.9 ps (α,3nγ), (d,p), (d,t), Coul. ex., (n,n′γ), (p,d)

7/2−1 645 126 ps log ft = 8.9 (EC from 1/2−), µ = −1.49 µn,

B(E2→ 11/2−1 ) = 68 W.u., B(E1→ 5/2+

2 ) = 1.4× 10−5 W.u.,B(E1/M2→ 5/2+

1 ) = 1.8× 10−5/0.019 W.u., (δ = −0.012),1/2+

2 673 >2 ps (M1/E2→ 3/2+1 : δ = 0.08), log ft = 8.03 (EC from 1/2−), (d,p),

(d,t), Coul. ex., (n,n′γ), (p,d)9/2+

1 782 1.5 ps B(E2→ 5/2+1 ) = 20 W.u., log ft = 7.41 (EC from 7/2+),

(12C,3nγ), (α,3nγ), Coul. ex., (n,n′γ), (p,d)5/2+

3 929 log ft = 5.87 (EC from 7/2+), (n,n′γ), (p,d)3/2−

1 1088 log ft = 6.38 (EC from 1/2−), (p,d)





Ref. p. 4–165]106

46Pd

604–109

0+1 0

2+1 512

?

2+2 1128

?

?

0+2 1134

?

?

4+1 1229

?

3+1 1558

?

?

?

2+3 1562

?

?

?

?

0+3 1706

?

?

2+4 1909

?

?

?

4+2 1932

?

?

?

?

0+4 2001

?

?

?

?

6+1 2076

?

4+3 2077

?

?

?

3−1 2084

?

?

?

?

2+5 2242

?

?

?

?

?

?

0+5 2278

?

?

?

4+4 2283

?

?

4−1 2306

?

?

?

?

?

?

2+6 2309

?

?

?

?

4+5 2351

?

?

?

?

?

5+1 2366

?

?

?

2+7 2439

?

?

?

?

1−1 2495

2+8 2500

?

?

?

2−1 2500

?

?

?

5−1 2580

0+6 2624

?

?

?

4+6 2649

?

4+7 2746

5+2 2757

?

?

?

?

?

?

?

?

2+9 2784

?

?

?

2+10 2821

?

?

?

?

?

0+7 2828

?

?

0+8 2878

?

?

2+11 2902

?

?

?

2+12 2918

?

?

?

?

?

4+8 2930

5+3 2952

?

?

?

?

?

?

?

?

8+1 2963

?

3−2 2969

?

4+9 3043

1+1 3055

?

?

?

2+13 3069

2+14 3161

?

?

3−3 3217

0+9 3221

?

?

2+15 3250

?

2+16 3252

?



4–110106

46Pd

60[Ref. p. 4–165


[keV] Refs. [94D, 97A, 99B]

0+1 0 stable log ft = 4.92 (EC from 1+), (d,p), (n,γ), (p,p′), (d,d′), (e,e′), (γ, γ′),

(α,2nγ), (13C,3nγ)2+

1 512 12.1 ps B(E2→ 0+1 ) = 44.7 W.u., log ft = 5.86 (β− from 1+),

log ft = 5.24 (EC from 1+), µ = 0.80 µn, Q = −0.51 barn,(d,p), (n,γ), (p,p′), (d,d′), (e,e′), (γ, γ′), (α,2nγ), (13C,3nγ)

2+2 1128 3.12 ps B(M1/E2→ 2+

1 ) = 0.00022/44 W.u., (δ = −9.4),B(E2→ 0+

1 ) = 1.17 W.u., log ft = 6.55 (β− from 1+), µ = 0.60 µn,(d,p), (n,γ), (p,p′), (d,d′), (e,e′), (α,2nγ), (13C,3nγ)

0+2 1134 6.8 ps B(E2→ 2+

1 ) = 30 W.u., log ft = 5.35 (β− from 1+),log ft = 6.5 (EC from 1+), (n,γ)

4+1 1229 1.34 ps B(E2→ 2+

1 ) = 73 W.u., (d,p), (n,γ), (p,p′), (d,d′), (e,e′), (α,2nγ),(13C,3nγ)

3+1 1558 (M1/E2→ 2+

2 :δ = −7.9), (M1/E2→ 2+1 :δ = −3.8),

(n,γ), (α,2nγ), (13C,3nγ)2+

3 1562 (M1/E2→ 2+1 :δ = 0.24), log ft = 5.76 (β− from 1+),

log ft = 6.5 (EC from 1+), (n,γ), (p,p′), (d,d′)0+

3 1706 log ft = 7.05 (β− from 1+), log ft = 7.0 (EC from 1+), (n,γ), (p,p′),(d,d′)

2+4 1909 log ft = 7.9 (EC from 1+), (d,p), (n,γ), (p,p′), (d,d′), (e,e′)

4+2 1932 (M1/E2→ 4+

1 :δ = −2.3), log ft > 7.7 (β− from (6)+), (d,p), (n,γ),(p,p′), (d,d′), (e,e′), (α,2nγ), (13C,3nγ)

0+4 2001 log ft = 5.91 (β− from 1+), log ft = 6.1 (EC from 1+),

(n,γ), (p,p′), (d,d′), (e,e′)6+

1 2076 log ft = 7.84 (β− from (6)+), log ft = 8.02 (EC from 6+),(n,γ), (α,2nγ), (13C,3nγ)

4+3 2077 (n,γ), (p,p′), (d,d′), (e,e′)

3−1 2084 1.2 ps log ft > 8.0 (β− from (6)+), (d,p), (n,γ), (e,e′), (α,2nγ), (13C,3nγ)

2+5 2242 (M1/E2→ 2+

2 :δ = 1.5), log ft = 6.69 (β− from 1+),log ft = 6.9 (EC from 1+), (n,γ), (p,p′), (d,d′), (e,e′)


(n,γ), (p,p′), (d,d′), (e,e′)4+

4 2283 (d,p), (n,γ), (p,p′), (d,d′), (e,e′)4−

1 2306 2.0 ns B(M1/E2→ 3−1 ) = 0.00022/0.48 W.u., (δ = −0.11),

log ft > 7.3 (β− from (6)+), (n,γ), (e,e′), (α,2nγ), (13C,3nγ)2+

6 2309 (M1/E2→ 2+2 :δ = −0.06), (M1/E2→ 2+

1 :δ = 0.25),log ft = 6.55 (β− from 1+), log ft = 6.8 (EC from 1+),(d,p), (n,γ), (e,e′), (γ, γ′)

4+5 2351 (M1/E2→ 3+

1 :δ = −7.5), log ft > 7.2 (β− from (6)+),(d,p), (n,γ), (e,e′), (γ, γ′), (α,2nγ)

5+1 2366 (M1/E2→ 3+

1 :δ = 1.0), (n,γ), (α,2nγ)2+

7 2439 (M1/E2→ 2+1 :δ = −0.07), log ft = 6.67 (β− from 1+),

log ft = 7.8 (EC from 1+), (d,p), (n,γ), (e,e′)1−

1 2495 (p,p′)2+

8 2500 (d,p), (e,e′)2−

1 2500.3 (E1/M2→ 2+1 :δ = −0.05), log ft = 6.45 (β− from 1+),

log ft = 8.3 (EC from 1+), (d,p), (n,γ), (e,e′)5−

1 2580 (p,p′), (d,d′)0+

6 2624 log ft = 5.76 (β− from 1+), log ft = 7.2 (EC from 1+),(n,γ)

4+6 2649 (d,p), (n,γ), (p,p′), (d,d′)





Ref. p. 4–165]106

46Pd

604–111


[keV] Refs. [94D, 97A, 99B]

4+7 2746 (p,p′), (d,d′)

5+2 2757 <3.6 ns B(M1/E2→ 5+

1 ) > 2.1× 10−6/ > 0.012 W.u.,B(M1/E2→ 4+

5 ) > 1.1× 10−6/ > 0.063 W.u., (δ = −3.2),B(E1→ 4−

1 ) > 2.8× 10−7 W.u., B(E2→ 3+1 ) > 2.6× 10−4 W.u.,

B(M1/E2→ 4+4 ) > 2.0× 10−8/ > 0.0021 W.u., (δ = −4.00),

B(M1/E2→ 4+2 ) > 3.5× 10−8/ > 0.0023 W.u., (δ = −6.50),

B(M1/E2→ 4+1 ) > 4.1× 10−8/ > 9.7× 10−5 W.u., (δ = −2.46),

log ft = 5.21 (β− from (6)+), log ft = 5.08 (EC from 6+), (d,p),(α,2nγ)

2+9 2784 (d,p), (n,γ), (e,e′)

2+10 2821 log ft = 6.39 (β− from 1+), (n,γ), (p,p′), (d,d′), (e,e′)

0+7 2828 log ft = 6.44 (β− from 1+), (d,p), (n,γ), (e,e′)

0+8 2878 log ft = 5.77 (β− from 1+), log ft = 6.6 (EC from 1+), (d,p), (n,γ)

2+11 2902 (M1/E2→ 2+

1 :δ = −0.1), log ft = 6.25 (β− from 1+),(d,p), (n,γ), (e,e′)

2+12 2918 (M1/E2→ 2+

1 :δ = −0.05), log ft = 5.83 (β− from 1+),(d,p), (n,γ), (e,e′)

4+8 2930 (p,p′), (d,d′)

5+3 2952 <2.0 ns B(M1/E2→ 4+

5 ) > 6.0× 10−7/ > 0.021 W.u., (δ = −3.00),B(E1→ 4−

1 ) > 1.0× 10−7 W.u., B(E1→ 3+1 ) > 3.4× 10−4 W.u.,

B(M1/E2→ 4+1 ) > 1.5× 10−9/ > 6.9× 10−5W.u., (δ = −2.50),

log ft = 5.61 (β− from (6)+), log ft = 5.08 (EC from 6+), (d,p)8+

1 2963 (α,2nγ), (13C,3nγ)3−

2 2969 log ft = 7.52 (β− from 1+), (n,γ), (p,p′), (d,d′)4+

9 3043 (n,γ), (p,p′), (d,d′)1+

1 3055 (M1/E2→ 2+1 :δ = 0.07), log ft = 5.73 (β− from 1+),

(d,p), (n,γ), (e,e′)2+

13 3069 (p,p′), (d,d′)2+

14 3161 log ft = 6.55 (β− from 1+), (p,p′), (d,d′)3−

3 3217 (p,p′), (d,d′)0+

9 3221 log ft = 5.51 (β− from 1+), (n,γ), (e,e′)2+

15 3250 (p,p′), (d,d′)2+

16 3252 (p,p′), (d,d′)3−

4 3275 (p,p′), (d,d′)0+

10 3320.5 log ft = 5.63 (β− from 1+), (n,γ)5−

2 3321 (p,p′), (d,d′)4+

10 3397 (p,p′), (d,d′)3−

5 3414 (p,p′), (d,d′)2+

17 3449 (p,p′), (d,d′)2+

18 3490 (p,p′), (d,d′)10+

1 3533 (α,2nγ), (13C,3nγ)5−

3 3575 (p,p′), (d,d′)2+

19 3647 (p,p′), (d,d′)3−

6 3761 (p,p′), (d,d′)3−

7 3825 (p,p′), (d,d′)3−

8 3879 (p,p′), (d,d′)3−

9 3903 (p,p′), (d,d′)2+

20 3938 (p,p′), (d,d′)4+

11 3998 (p,p′), (d,d′)





4–112106

46Pd

60[Ref. p. 4–165


[keV] Refs. [94D, 97A, 99B]

4+12 4042 (p,p′), (d,d′)

2+21 4054 (e,e′)

12+1 4088 (13C,3nγ)

4+13 4106 (p,p′), (d,d′)

3−10 4134 (p,p′), (d,d′)

3−11 4156 (p,p′), (d,d′)

4+14 4224 (p,p′), (d,d′)

14+1 4893 (13C,3nγ)





Ref. p. 4–165]107

46Pd

614–113

5/2+1 0

1/2+1 116

?

11/2−1 215

?

5/2+2 303

?

7/2+1 313

?

7/2+2 367

?

3/2+1 382

?

?

1/2+2 412

5/2+3 568

?

?

5/2+4 670

?

?

?

?

?

?

15/2−1 688

?

1/2+3 696

?

9/2+1 697

?

?

1/2+4 889

11/2+1 956

?

9/2+2 1102

?

?

?

?

1/2+5 1120

1/2+6 1167

13/2+1 1375

?

19/2−1 1445

?

1/2+7 1509

1/2+8 1670

15/2+1 1678

?

1/2+9 2014

1/2+10 2119

17/2+1 2148

?

1/2+11 2276

23/2−1 2350

?

19/2+1 2375

?

21/2+1 2559

?

?

23/2+1 2890

?

?

25/2+1 3011

?

?

27/2−1 3307

?

27/2+1 3507

?

?

29/2+1 3712

?

31/2−1 4253

?

31/2+1 4338

?

?

33/2+1 4739

?

35/2−1 5236

?



4–114107

46Pd

61[Ref. p. 4–165


[keV] Refs. [91B1, 97A, 99B]

5/2+1 0 6.5 My log ft = 6.1 (β− from 7/2+), (d,p), (d,t), (α,nγ), (HI,xnγ)

1/2+1 116 0.85 µs B(E2→ 5/2+

1 ) = 0.58 W.u., (d,p), (d,t), (α,nγ)11/2−

1 215 21.3 s B(E3→ 5/2+1 ) = 0.00272 W.u., (d,p), (d,t), (α,nγ), (HI,xnγ)

5/2+2 303 log ft = 5.0 (β− from 7/2+), (d,p), (d,t), (α,nγ)

7/2+1 313 (M1/E2→ 5/2+

1 :δ = −0.00), log ft = 6.2 (β− from 7/2+), (d,p), (d,t),(α,nγ), (HI,xnγ)

7/2+2 367 (M1/E2→ 5/2+

1 :δ = −0.16), (d,p), (d,t), (α,nγ)3/2+

1 382 (d,p), (d,t)1/2+

2 412 (d,p), (d,t)5/2+

3 568 (d,p), (d,t)5/2+

4 670 (M1/E2→ 5/2+1 :δ = −0.10), log ft = 5.3 (β− from 7/2+), (d,p), (d,t),

(α,nγ)15/2−

1 688 B(E2→ 11/2−1 ) = W.u., (α,nγ), (HI,xnγ)

1/2+3 696 (d,p), (d,t), (α,nγ)

9/2+1 697 (HI,xnγ)

1/2+4 889 (d,p), (d,t)

11/2+1 956 B(E2→ 7/2+

1 ) = W.u., (α,nγ), (HI,xnγ)9/2+

2 1102 (M1/E2→ 7/2+1 :δ = −1.80), (α,nγ)

1/2+5 1120 (d,t)

1/2+6 1167 (d,t)

13/2+1 1375 (HI,xnγ)

19/2−1 1445 B(E2→ 15/2−

1 ) = W.u., (α,nγ), (HI,xnγ)1/2+

7 1509 (d,p), (d,t)1/2+

8 1670 (d,p), (d,t)15/2+

1 1678 (HI,xnγ)1/2+

9 2014 (d,p)1/2+

10 2119 (d,p)17/2+

1 2148 (HI,xnγ)1/2+

11 2276 (d,p)23/2−

1 2350 (HI,xnγ)19/2+

1 2375 (HI,xnγ)21/2+

1 2559 (HI,xnγ)23/2+

1 2890 (HI,xnγ)25/2+

1 3011 (HI,xnγ)27/2−

1 3307 (HI,xnγ)27/2+

1 3507 (HI,xnγ)29/2+

1 3712 (HI,xnγ)31/2−

1 4253 (HI,xnγ)31/2+

1 4338 (HI,xnγ)33/2+

1 4739 (HI,xnγ)35/2−

1 5236 (HI,xnγ)





Ref. p. 4–165]108

46Pd

624–115

0+1 0

2+1 434

?

2+2 931

?

?

4+1 1048

?

?

0+2 1053

?

?

?

0+3 1314

?

?

2+3 1441

?

?

?

?

?

6+1 1771

?

4+2 1957

?

?

3−1 2047

?

?

?

2+4 2218

?

?

?

5−1 2325

?

2+5 2391

?

?

?

4+3 2466

4+4 2540

?

?

8+1 2548

?

4+5 2637

2+6 2720

?

10+1 3256

?

10+2 3351

?

12+1 3797

?

14+1 4640

?

16+1 5689

?



4–116108

46Pd

62[Ref. p. 4–165


[keV] Refs. [97B3, 97A, 99B]

0+1 0 stable log ft = 5.5 (β− from 1+), log ft = 4.7 (EC from 1+),

Coul. ex., (p,t), (t,p), (p,p′), (e,e′), (d,d′), (d,3He),(n,n′γ), (µ−,xnypγ), (HI,xnγ)

2+1 434 23.9 ps B(E2→ 0+

1 ) = 49.5 W.u., log ft = 5.7 (β− from 1+),log ft = 5.46 (EC from 1+), µ = 0.72 µn, Q = −0.58 barn,Coul. ex., (p,t), (t,p), (p,p′), (e,e′), (d,d′), (d,3He),(n,n′γ), (µ−,xnypγ), (HI,xnγ)

2+2 931 6.2 ps B(M1/E2→ 2+

1 ) = 0.0022/71 W.u., (δ = −3.1),B(E2→ 0+

1 ) = 0.82 W.u., log ft = 6.0 (β− from 1+),Coul. ex., (p,t), (t,p), (p,p′), (e,e′), (d,d′), (d,3He),(µ−,xnypγ), (n,n′γ)

4+1 1048 2.8 ps B(E2→ 2+

1 ) = 73 W.u., B(E2→ 2+2 ) < 2.6 W.u.,

Coul. ex., (p,t), (p,p′), (d,d′), (n,n′γ),(µ−,xnypγ), (HI,xnγ)

0+2 1053 4.0 ps B(E2→ 2+

1 ) = 52 W.u., B(E2→ 2+2 ) = 47 W.u.,

log ft = 5.6 (β− from 1+), log ft = 4.89 (EC from 1+),Coul. ex., (p,t), (t,p), (p,p′), (d,d′), (d,3He), (n,n′γ)

0+3 1314 >25 ps log ft = 6.37 (EC from 1+), (p,t), (p,p′), (d,3He), (n,n′γ)

2+3 1441 4.8 ps B(E2→ 0+

1 ) = 0.094 W.u., B(E2→ 0+2 ) = 59 W.u.,

B(E2→ 4+1 ) < 13 W.u., B(E2→ 2+

1 ) = 1.7 W.u.,B(E2→ 2+

2 ) = 11 W.u., log ft = 5.46 (EC from 1+),Coul. ex., (p,p′), (d,d′), (n,n′γ)

6+1 1771 0.88 ps B(E2→ 4+

1 ) = 107 W.u., log ft = 6.8 (β− from (5+)),log ft = 8.68 (EC from 6+), Coul. ex., (d,d′), (n,n′γ), (HI,xnγ)

4+2 1957 4.7 ps B(E2→ 2+

2 ) = 2.9 W.u., B(E2→ 4+1 ) < 1.8 W.u.,

Coul. ex., (p,t), (t,p)3−

1 2047 <1 ps B(E1→ 2+1 ) > 6.2 × 10−6 W.u., Coul. ex., (p,t), (t,p), (p,p′), (e,e′),

(d,d′), (n,n′γ)2+

4 2218 (t,p), (p,p′), (n,n′γ)5−

1 2325 (t,p), (p,p′), (HI,xnγ)2+

5 2391 (t,p), (p,p′), (n,n′γ)4+

3 2466 (t,p), (p,p′)4+

4 2540 (t,p), (d,d′), (n,n′γ)8+

1 2548 0.44 ps B(E2→ 6+1 ) = 148 W.u., Coul. ex., (HI,xnγ)

4+5 2637 (t,p), (p,p′)

2+6 2720 (t,p), (p,p′), (n,n′γ)

10+1 3256 (HI,xnγ)

10+2 3351 (HI,xnγ)

12+1 3797 (HI,xnγ)

14+1 4640 (HI,xnγ)

16+1 5689 (HI,xnγ)





Ref. p. 4–165]109

46Pd

634–117

5/2+1 0

1/2+1 113

?

11/2−1 189

?

1/2+2 266

?

?

7/2+1 276

?

9/2−1 287

?

3/2+1 291

?

?

3/2+2 325

?

?

5/2+2 327

?

5/2−1 340

?

1/2+3 404

7/2+2 426

?

?

3/2+3 434

??

?

?

3/2+4 492

?

?

?

?

5/2+3 541

??

?

?

?

?

5/2−2 605

?

?

?

1/2+4 623

?

?

?

?

?

?

?

3/2−1 673

?

?

?

1/2+5 742

3/2+5 811

?

?

?

?

5/2+4 846

5/2+5 911

?

?

?

?

3/2−2 941

?

?

?

?

?

1/2+6 945

?

?

?

1/2+7 954

?

?

?

5/2+6 982

?

?

?

?

3/2+6 1054

?

?

1/2+8 1066

5/2+7 1091

3/2+7 1148

1/2+9 1233

?

?



4–118109

46Pd

63[Ref. p. 4–165


[keV] Refs. [91B3, 97A, 99B]

5/2+1 0 13.7012 h log ft = 5.7 (β− from 7/2+), (d,p), (d,t), (n,γ)

1/2+1 113 380 ns B(E2→ 5/2+

1 ) = 1.33 W.u., (d,p), (d,t), (n,γ)11/2−

1 189 4.696 m B(E3→ 5/2+1 ) = 3.92× 10−4 W.u.,

(d,p), (d,t), (n,γ)1/2+

2 266 (d,p), (d,t), (n,γ)7/2+

1 276 log ft = 6.7415 (β− from 7/2+), (n,γ)9/2−

1 287 (n,γ)3/2+

1 291 (d,p), (d,t), (n,γ)3/2+

2 325 (d,t), (n,γ)5/2+

2 327 log ft = 4.82 (β− from 7/2+), (d,t), (n,γ)5/2−

1 340 (d,t), (n,γ)1/2+

3 404 (d,p)7/2+

2 426 log ft = 5.64 (β− from 7/2+), (d,p), (d,t), (n,γ)3/2+

3 434 (d,p), (n,γ)3/2+

4 492 log ft = 6.18 (β− from 7/2+), (d,p), (d,t), (n,γ)5/2+

3 541 log ft = 5.49 (β− from 7/2+), (d,p), (d,t), (n,γ)5/2−

2 605 (n,γ)1/2+

4 623 (d,p), (d,t), (n,γ)3/2−

1 673 (d,p), (d,t), (n,γ)1/2+

5 742 (d,p), (d,t)3/2+

5 811 (d,p), (d,t), (n,γ)5/2+

4 846 (n,γ), (d,p)5/2+

5 911 (d,p), (d,t), (n,γ)3/2−

2 941 (d,p), (d,t), (n,γ)1/2+

6 945 (d,t), (n,γ)1/2+

7 954 (d,p), (n,γ)5/2+

6 982 (d,p), (d,t), (n,γ)3/2+

6 1054 (d,p), (d,t), (n,γ)1/2+

8 1066 (d,t), (n,γ)5/2+

7 1091 (d,p), (d,t), (n,γ)3/2+

7 1148 (d,p), (d,t), (n,γ)1/2+

9 1233 (d,p), (d,t), (n,γ)1/2+

10 1348 (d,p), (d,t), (n,γ)5/2+

8 1371 (d,t), (n,γ)1/2+

11 1479 (d,p), (d,t), (n,γ)1/2+

12 1537 (d,t), (n,γ)1/2+

13 1684 (d,p), (n,γ)1/2+

14 1692 (d,t)1/2+

15 1785 (d,p), (d,t), (n,γ)1/2+

16 1800 (d,p)1/2+

17 1848 (d,t)1/2+

18 2014 (d,t)1/2+

19 2120 (d,t), (n,γ)1/2+

20 2188 (d,t)1/2+

21 2282 (d,t)1/2+

22 2380 (d,t)





Ref. p. 4–165]110

46Pd

644–119

0+1 0

2+1 374

?

2+2 814

?

?

4+1 921

?

0+2 947

?

0+3 1171

?

?

3−1 2038

?

?

1−1 2125

?

?

2+3 2135

?

3−2 2276

?

?

5−1 2295

4+2 2431

3−3 2447

?

1−2 2474

?

?

3−4 2491

1−3 2499

?



4–120110

46Pd

64[Ref. p. 4–165


[keV] Refs. [92D, 97A, 99B]

0+1 0 stable log ft = 5.25 (β− from 1+), log ft = 4.08 (EC from 1+), Coul. ex.,

(t,p), (p,p′), (e,e′), (p,p′γ), (n,n′γ)2+

1 374 43 ps B(E2→ 0+1 ) = 58 W.u., log ft = 5.14 (β− from 1+),

log ft ≥ 4.8 (EC from 1+), µ = 0.62 µn, Q = −0.72 barn, Coul. ex.,(t,p), (p,p′), (e,e′), (p,p′γ), (n,n′γ)

2+2 814 10.3 ps B(M1/E2→ 2+

1 ) = 0.0006/57 W.u., (δ = −4.6),B(E2→ 0+

1 ) = 0.82 W.u., log ft > 5.7 (β− from 1+), Coul. ex., (t,p),(p,p′), (e,e′), (p,p′γ), (n,n′γ)

4+1 921 3.7 ps B(E2→ 2+

1 ) = 99 W.u., Coul. ex., (t,p), (p,p′), (p,p′γ), (n,n′γ)0+

2 947 8.0 ps B(E2→ 2+1 ) = 37 W.u., log ft > 6.2 (β− from 1+), Coul. ex., (t,p),

(p,p′), (p,p′γ), (n,n′γ)0+

3 1171 log ft > 5.5 (β− from 1+), Coul. ex., (t,p), (p,p′), (p,p′γ), (n,n′γ)3−

1 2038 Coul. ex., (t,p), (p,p′), (e,e′), (p,p′γ), (n,n′γ)1−

1 2125 (p,p′), (e,e′), (p,p′γ), (n,n′γ)2+

3 2135 (t,p), (e,e′), (p,p′γ)3−

2 2276 (p,p′), (e,e′), (n,n′γ)5−

1 2295 (t,p), (p,p′)4+

2 2431 (t,p)3−

3 2447 (p,p′), (e,e′), (p,p′γ), (n,n′γ)1−

2 2474 (p,p′), (n,n′γ)3−

4 2491 (t,p)1−

3 2499 (p,p′), (n,n′γ)2+

4 2517 (t,p), (p,p′)1−

4 2608 (p,p′)2+

5 2658 (t,p)4+

3 2693 (t,p)1−

5 2764 (t,p), (p,p′)2+

6 2820 (e,e′)1−

6 2845 (p,p′)3−

5 2893 (p,p′)3−

6 2994 (p,p′)3−

7 3010 (p,p′)3−

8 3058 (p,p′)3−

9 3119 (p,p′)3−

10 3152 (p,p′)1−

7 3168 (p,p′)3−

11 3259 (p,p′)1−

8 3280 (p,p′)3−

12 3484 (p,p′)3−

13 3511 (p,p′)3−

14 3614 (p,p′)3−

15 3769 (p,p′)3−

16 3799 (p,p′)3−

17 3869 (p,p′)3−

18 3916 (p,p′)3−

19 4154 (p,p′)





Ref. p. 4–165]112

46Pd

664–121

0+1 0

2+1 349

?

0+2 1126

?

?



[keV] Refs. [96D2, 97A, 99B]

0+1 0 21.03 h log ft = 5.3 (β− from 1+),

SF, (t,p), (t,pγ)2+

1 349 84 ps B(E2→ 0+1 ) = 41 W.u., log ft = 5.7 (β− from 1+),

SF, (t,p), (t,pγ)0+

2 1126 log ft = 6.2 (β− from 1+),(t,p), (t,pγ)





4–122105

47Ag

58[Ref. p. 4–165

1/2−1 0

7/2+1 25

?

9/2+1 53

?

3/2−1 347

?

?

5/2−1 433

?

?

3/2−2 878

?

?

7/2−1 1024

?

?

1/2+1 1295

?

?

?

5/2+1 1328

?

?

3/2+1 1558

?

?

?

?

?

?

1/2+2 1587

?

?

?

7/2+2 1795

?

?

?

1/2−2 1959

5/2+2 1986

?

?

?

?

1/2−3 2127

3/2+2 2156

?

?

?

3/2+3 2250

?

?

?

?

?

5/2+3 2257

?

?

?

?

?

?

5/2+4 2276

?

3/2+4 2308

?

?

?

?

?

?

5/2+5 2315

?

?

?

?

?

5/2+6 2326

?

?

?

?

?

?

3/2+5 2333

?

?

?

?

?

?

3/2+6 2401

?

?

?

?

?

?

3/2+7 2423

?

?

?

?

3/2+8 2429

?

?

?

?



Ref. p. 4–165]105

47Ag

584–123


[keV] Refs. [93D, 97A, 99B]

1/2−1 0 41.29 d log ft = 5.30 (EC from 5/2+), µ = 0.1014 µn,

(p,t), (p,nγ), (3He,d), (α,2nγ), (16O,p2nγ), (14N,d)7/2+

1 25 7.23 m B(E3→ 1/2−1 ) = 0.0255 W.u., µ = 4.414 µn,

(16O,p2nγ), (p,nγ), (α,2nγ)9/2+

1 53 2.33 ns B(M1/E2→ 7/2+1 ) = 0.0234/52 W.u., (δ = 0.044),

(16O,p2nγ), (p,t), (p,nγ), (3He,d), (α,2nγ)3/2−

1 347 (M1/E2→ 1/2−1 :δ = 0.10),

(16O,p2nγ), (p,t), (p,nγ), (3He,d), (α,2nγ)5/2−

1 433 (16O,p2nγ), (p,t), (p,nγ), (3He,d), (α,2nγ)3/2−

2 878 log ft = 7.6517 (EC from 5/2+),(p,t), (p,nγ), (3He,d)

7/2−1 1024 54 ps B(M1/E2→ 2+

1 ) = 0.0014/ < 14 W.u., (δ = 0.02),(p,t), (α,2nγ)

1/2+1 1295 24 ps (p,nγ), (3He,d)

5/2+1 1328 83 ps (p,t), (p,nγ), (3He,d), (α,2nγ)

3/2+1 1558 15 ps B(M1→ 1/2+

1 ) = 0.0052 W.u.,B(E1→ 5/2−

1 ) = 4.7× 10−7 W.u.,B(E1→ 3/2−

1 ) = 8.0× 10−7 W.u.,B(E1→ 1/2−

1 ) = 3.9× 10−6 W.u.,log ft = 5.64 (EC from 5/2+),(p,nγ), (3He,d)

1/2+2 1587 33 ps B(M1→ 1/2+

1 ) = 0.0080 W.u.,B(E1→ 3/2−

1 ) = 1.9× 10−6 W.u.,B(E1→ 1/2−

1 ) = 6.4× 10−7 W.u.,(3He,d)

7/2+2 1795 (3He,d)

1/2−2 1959 (p,t)

5/2+2 1986 log ft = 5.09 (EC from 5/2+), (p,nγ), (3He,d)

1/2−3 2127 (p,t)

3/2+2 2156 log ft = 5.53 (EC from 5/2+), (p,t)

3/2+3 2250 log ft = 5.02 (EC from 5/2+), (3He,d)

5/2+3 2257 log ft = 5.14 (EC from 5/2+), (3He,d)

5/2+4 2276 log ft = 6.4810 (EC from 5/2+), (p,t)

3/2+4 2308 log ft = 5.25 (EC from 5/2+)

5/2+5 2315 log ft = 5.28 (EC from 5/2+), (p,t)

5/2+6 2326 log ft = 4.15 (EC from 5/2+), (p,nγ)

3/2+5 2333 log ft = 4.39 (EC from 5/2+), (3He,d)

3/2+6 2401 log ft = 5.09 (EC from 5/2+),

3/2+7 2423 log ft = 5.05 (EC from 5/2+), (p,nγ), (3He,d)

3/2+8 2429 log ft = 5.33 (EC from 5/2+), (3He,d)

1/2−4 2521 (p,t)

5/2+7 5969 (p,p), (p,n)

1/2+3 6286 (p,p), (p,n)

3/2+9 6629 (p,p), (p,n)

1/2+4 6966 (p,p), (p,n)

3/2−3 7071 (p,p), (p,n)





4–124107

47Ag

60[Ref. p. 4–165

1/2−1 0

7/2+1 93

?

3/2−1 325

?

5/2−1 423

?

?

?

3/2−2 787

?

?

?

5/2+1 922

?

?

5/2−2 950

?

?

?

?

?

29/2+1 4968

31/2+1 5258

?

33/2+1 5575

?

?

35/2+1 5945

?

?

37/2+1 6377

?

?

39/2+1 6888

?

?

41/2+1 7442

?

?

43/2+1 8047

?

?

45/2+1 8718

?

?



Ref. p. 4–165]107

47Ag

604–125


[keV] Refs. [91B1, 97A, 99B]

1/2−1 0 stable log1u ft = 9.9 (β− from 5/2+), µ = −0.11357 µn,

Coul. ex., (p,t), (p,p′), (α, α′), (γ, γ′), (3He,d), (14N,3nγ), (6Li,3nγ),(7Li,4nγ), (γ,γ′)

7/2+1 93 44.3 s B(E3→ 1/2−

1 ) = 0.031 W.u.,log ft = 4.94 (EC from 5/2+), Q = 0.98 barn,Coul. ex., (3He,d), (14N,3nγ), (6Li,3nγ), (7Li,4nγ)

3/2−1 325 5.0 ps B(M1/E2→ 1/2−

1 ) = 0.12/42 W.u., (δ = −0.21),log ft = 9.1 (EC from 5/2+), µ = 0.94 µn,(6Li,3nγ), (7Li,4nγ), (3He,d), (p,p′), (α,α′), Coul. ex., (p,t)

5/2−1 423 29.8 ps B(M1/E2→ 3/2−

1 ) = 0.033/11.1 W.u., (δ = −0.059),B(E1→ 7/2+

1 ) = 2.7× 10−7 W.u.,B(E2→ 1/2−

1 ) = 43 W.u.,log ft = 8.4 (EC from 5/2+), µ = 0.93 µn,(14N,3nγ), (6Li,3nγ), (7Li,4nγ), (3He,d), (γ,γ′), (p,p′), (α,α′),Coul. ex., (p,p)

3/2−2 787 0.27 ps B(M1/E2→ 3/2−

1 ) = 0.23/ < 7.4 W.u., (δ = −0.01),B(M1/E2→ 1/2−

1 ) = 0.11/0.5 W.u., (δ = −0.06),log ft = 9.0 (EC from 5/2+),(3He,d), (γ,γ′), (α,α′), Coul. ex., (p,t)

5/2+1 922 ≤0.6 ns B(E1→ 3/2−

1 ) > 7.5× 10−8 W.u.,B(M1→ 7/2+

1 ) > 4.4× 10−4 W.u.,log ft = 6.7 (EC from 5/2+), (3He,d)

5/2−2 950 1.36 ps B(M1/E2→ 5/2−

1 ) = 0.053/9.5 W.u., (δ = −0.24),B(M1/E2→ 3/2−

1 ) = 0.024/4.2 W.u., (δ = −0.28),B(E1→ 7/2+

1 ) = 3.6× 10−6 W.u., B(E2→ 1/2−1 ) = 2.3 W.u.,

log ft = 8.1 (EC from 5/2+),(γ,γ′), (p,p′), (α,α′), Coul. ex., (p,t)

1/2+1 1142 (3He,d), (α,α′)

1/2−2 1615 (p,t)

1/2−3 1653 (α,α′), (p,t)

1/2+2 1820 (3He,d)

1/2−4 1851 (p,t)

5/2+2 2026 (p,t), (3He,d)

29/2+1 4968 (HI,xnγ)

31/2+1 5258 (HI,xnγ)

33/2+1 5575 (HI,xnγ)

35/2+1 5945 (HI,xnγ)

37/2+1 6377 (HI,xnγ)

39/2+1 6888 (HI,xnγ)

41/2+1 7442 (HI,xnγ)

43/2+1 8047 (HI,xnγ)

45/2+1 8718 (HI,xnγ)





4–126108

47Ag

61[Ref. p. 4–165

1+1 0

2−1 79

?

6+1 109

?

1+2 193

?

?

2+1 207

?

?

3+1 215

?

?

2+2 295

?

?

?

3+2 324

?

?

3−1 338

?

?

1−1 379

?

?

?

?

3+3 408

?

?

?

0−1 466

?

?

?

2−2 508

?

?

?

?

?

?

3−2 517

?

?

?

?

3−3 543

?

?

?

2+3 564

?

?

?

?

?

?

?

1−2 607

?

?

?

?

?

?

?

3+4 616

?

?

?

?

2−3 617

?

?

?

?

?

?

?

?

?

?

3−4 656

?

?

?

1−3 679

?

?

?

?

?

?

2−4 765

?

?

?

?

?

?

?

?

?

?

?

3−5 800

2−5 804

?

?

?

?

?

2−6 819

?

?

?

?

?

?

?

3+5 869

?

?

?

2+4 881

?

?

?

?

?

1−4 900

?

?

?

?

?

3−6 942

?

?

2−7 960

?

?

?

?

?

?

2−8 974

?

?

?

?

?

?

?

3+6 1034

?

?

?

2+5 1107

?

?

3+7 1109

?

?

?

1+3 1112

?

?

?

?

1+4 1144

?

?

?

?



Ref. p. 4–165]108

47Ag

614–127


[keV] Refs. [97B3, 97A, 99B]

1+1 0 2.37 m µ = 2.6884 µn, (n,γ), (p,nγ)

2−1 79 1.2 ns B(E1→ 1+

1 ) = 3.8× 10−4 W.u., (d,p), (n,γ), (p,nγ)6+

1 109 418 y B(M4→ 1+1 ) = 0.46 W.u., µ = 3.580 µn, Q = 1.32 barn, (n,γ)

1+2 193 <0.5 ns B(M1/E2→ 2+

1 ) > 0.005/ > 3.6 W.u., (δ = −0.21),B(E1→ 2−

1 ) > 9× 10−6 W.u., (n,γ), (p,nγ)2+

1 207 <0.2 ns (n,γ), (p,nγ)3+

1 215 45.8 ns B(E1→ 2−1 ) = 5.1× 10−8 W.u., B(E2→ 1+

1 ) = 0.78 W.u.,µ = 3.888 µn, (d,p), (n,γ), (p,nγ), (HI,xnγ)

2+2 295 <0.14 ns B(M1/E2→ 2+

1 ) > 0.0015/ W.u., (δ = 0.20),B(M1/E2→ 1+

1 ) > 0.0045/ W.u., (δ = 0.07),B(M1→ 1+

2 ) > 0.0022 W.u., (n,γ), (p,nγ)3+

2 324 (n,γ), (p,nγ)3−

1 338 <0.11 ns B(M1/E2→ 2−1 ) > 0.011/ W.u., (δ = 0.60),

B(E1→ 2+1 ) > 6.7× 10−6 W.u., (d,p), (n,γ), (p,nγ)

1−1 379 <0.14 ns B(M1/E2→ 2−

1 ) > 0.005/ W.u., (δ = 0.11),(d,p), (n,γ), (p,nγ)

3+3 408 <0.14 ns B(M1/E2→ 2+

1 ) > 0.007/ W.u., (δ = 0.2),B(M1→ 2+

2 ) > 0.049 W.u., (n,γ)0−

1 466 (d,p), (n,γ), (p,nγ)2−

2 508 <0.2 ns B(M1/E2→ 1−1 ) > 0.0029/ W.u., (δ = 0.4),

B(M1/E2→ 3−1 ) > 0.0027/ W.u., (δ = 0.2),

B(E1→ 1+1 ) > 5.0× 10−6 W.u., (n,γ)

3−2 517 <0.14 ns B(M1→ 3−

1 ) > 0.018 W.u., (d,p), (n,γ), (n,γ)3−

3 543 (M1/E2→ 3−1 :δ = 0.40), (d,p), (n,γ)

2+3 564 <0.14 ns B(M1/E2→ 3+

2 ) > 0.0040/ W.u., (δ = 0.3),B(M1/E2→ 2+

2 ) > 0.0011/ W.u., (δ = 0.6),B(M1→ 3+

3 ) > 0.0060 W.u., (n,γ), (p,nγ)1−

2 607 B(M1/E2→ 2+2 ) > 0.0011/ W.u., (δ = 0.6),

(d,p), (n,γ), (p,nγ)3+

4 616 (M1/E2→ 3+3 :δ = 0.6), (n,γ)

2−3 617 (M1/E2→ 3−

1 :δ = 0.80), (n,γ)3−

4 656 (d,p), (n,γ)1−

3 679 (d,p), (n,γ)2−

4 765 (d,p), (n,γ)3−

5 800 (n,γ)2−

5 804 (d,p), (n,γ)2−

6 819 (d,p), (n,γ)3+

5 869 (n,γ)2+

4 881 (n,γ)1−

4 900 (M1/E2→ 2−4 :δ = 0.50), (d,p), (n,γ)

3−6 942 (d,p), (n,γ)

2−7 960 (n,γ)

2−8 974 (d,p), (n,γ)

3+6 1034 (n,γ)

2+5 1107 (d,p), (n,γ)

3+7 1109 (d,p), (n,γ)

1+3 1112 (d,p), (n,γ)

1+4 1144 (n,γ)





4–128109

47Ag

62[Ref. p. 4–165

1/2−1 0

7/2+1 88

?

3/2−1 311

?

5/2−1 415

?

?

3/2−2 702

?

?

?

1/2+1 706

5/2+1 735

?

?

5/2−2 863

?

?

?

5/2+2 869

?

?

?

7/2+2 911

7/2−1 912

?

?



[keV] Refs. [91B3, 97A, 99B]

1/2−1 0 stable µ = −0.130563 µn, (t,p), (3He,d), (γ,γ), (p,p′), (α,α′), Coul. ex.,

(d,3He), (p,α)7/2+

1 88 39.6 s B(E3→ 1/2−1 ) = 0.037 W.u., log ft = 6.13 (β− from 5/2+),

log ft = 5.98 (EC from 5/2+), µ = 4.4 µn, Q = 1.02 barn,Coul. ex., (p,α)

3/2−1 311 5.9 ps B(M1/E2→ 1/2−

1 ) = 0.118/37 W.u., (δ = 0.20),log ft = 9.44 (β− from 5/2+), µ = 0.95 µn, Q = −0.7 barn, (t,p),(3He,d), (γ,γ), (p,p′), (α,α′), Coul. ex., (d,3He), (p,α)

5/2−1 415 32.6 ps B(M1/E2→ 3/2−

1 ) = 0.031/ W.u., (δ = 0.04),B(E2→ 1/2−

1 ) = 28 W.u., log ft = 9.77 (β− from 5/2+), µ = 0.95 µn,Q = −0.16 barn, (t,p), (3He,d), (γ,γ), (p,p′), (α,α′), Coul. ex., (p,α)

3/2−2 702 0.5 ps B(M1/E2→ 3/2−

1 ) = 0.15/10 W.u., (δ = 0.241),B(M1/E2→ 1/2−

1 ) = 0.09/0.14 W.u., (δ = 0.029),log ft = 9.11 (β− from 5/2+), (t,p), (p,p′), Coul. ex., (d,3He), (p,α)

1/2+1 706 (3He,d),

5/2+1 735 (E1/M2→ 3/2−

1 : δ = −0.27), log ft = 8.11 (β− from 5/2+), (3He,d),(d,3He),

5/2−2 863 1.3 ps B(M1/E2→ 5/2−

1 ) = 0.1/2.5 W.u., (δ = 0.16),B(M1/E2→ 3/2−

1 ) = 0.035/7 W.u., (δ = 0.28),B(E2→ 1/2−

1 ) = 2.0 W.u., (t,p), (p,p′), Coul. ex., (p,α)5/2+

2 869 (E1/M2→ 3/2−1 : δ = −0.26), log ft = 7.74 (β− from 5/2+), (3He,d),

(α,α′)7/2+

2 911 log ft = 8.51 (β− from 5/2+), (t,p), (3He,d)7/2−

1 912 (p,p′), Coul. ex., (p,α)1/2−

2 1260 (t,p), (3He,d), (p,p′), (α,α′), (d,3He)1/2+

2 1430 (3He,d), (γ,γ)3/2−

3 1500 (t,p), (3He,d), (γ,γ), (α,α′), (d,3He), (p,α)1/2−

3 1613 (t,p)





Ref. p. 4–165]110

47Ag

634–129

1+1 0

2−1 1

6+1 118

?

3+1 119

?

?

2+1 199

?

?



[keV] Refs. [92D, 97A, 99B]

1+1 0 24.6 s µ = 2.7271 µn, Q = 0.24 barn,

(n,γ), (p,nγ)2−

1 1 660 ns (d,p), (n,γ), (p,nγ), (d,pγ)6+

1 118 249.79 d B(M4→ 2−1 ) = 0.0165 W.u.,

µ = 3.607 µn, Q = 1.44 barn,(IT decay)

3+1 119 36.7 ns (E1/M2→ 2−

1 :δ = 0.034), µ = 3.768 µn,(n,γ), (p,nγ), (d,pγ)

2+1 199 <0.08 ns (M1/E2→ 1+

1 :δ = 0.017),(n,γ), (p,nγ)





4–130111

47Ag

64[Ref. p. 4–165

1/2−1 0

7/2+1 60

?

9/2+1 130

?

3/2−1 290

?

3/2+1 377

?

?

?

5/2−1 391

?

?

1/2+1 405

?

7/2+2 546

?

?

?

5/2+1 569

?

?

?

?

5/2+2 569

?

?

?

?

5/2+3 607

?

?

?

?

3/2−2 642

?

?

?

9/2+2 683

?

?

5/2−2 809

?

?

?

7/2−1 846

?

?

9/2+3 877

?

?

11/2+1 959

?

?

5/2−3 987

?

?

?

9/2+4 1013

?

?

?

9/2−1 1024

?

?

3/2+2 1062

?

?

?

?

?

1/2−2 1082

11/2+2 1125

?

?

7/2−2 1153

?

?

?

?

5/2+4 1180

?

?

?

?

?

?

3/2+3 1210

?

?

?

?

9/2+5 1277

?

7/2−3 1377

?

?

?

5/2−4 1418

?

1/2+2 1443

1/2+3 1476

5/2+5 1603

?

?

3/2+4 1621

?

?



Ref. p. 4–165]111

47Ag

644–131


[keV] Refs. [96D1, 97A, 99B]

1/2−1 0 7.45 d µ = −0.146 µn, (t,p), (3He,d), (d,3He), (3He,pnγ)

7/2+1 60 64.8 s B(E3→ 1/2−

1 ) = 0.046W.u., log ft = 5.85 (β− from 5/2+), (3He,pnγ)9/2+

1 130 1.22 ns B(M1/E2→ 7/2+1 ) = 0.024/ W.u., (δ < 0.12),

log ft = 8.19 (β− from 11/2−),(3He,d), (d,3He), (3He,pnγ)

3/2−1 290 log ft = 8.3 (β− from 5/2+),

(t,p), (3He,d), (d,3He), (3He,pnγ)3/2+

1 377 16 ns B(E1→ 3/2−1 ) = 7.3× 10−9 W.u., B(E2→ 7/2+

1 ) = 0.0109 W.u.,B(E1→ 1/2−

1 ) = 3.2× 10−7 W.u.,(3He,d), (d,3He), (3He,pnγ)

5/2−1 391 log ft � 9.1 (β− from 5/2+), (d,3He), (3He,pnγ)

1/2+1 405 (3He,d), (d,3He), (3He,pnγ)

7/2+2 546 log ft � 8.5 (β− from 5/2+), log ft = 8.7 (β− from 11/2−),

(3He,d), (3He,pnγ)5/2+

1 568.67 log ft = 8.2 (β− from 5/2+) (3He,pnγ)5/2+

2 568.8 log ft = 8.2 (β− from 5/2+) (3He,d), (d,3He), (3He,pnγ)5/2+

3 607 log ft = 7.7 (β− from 5/2+), (3He,d), (3He,pnγ)3/2−

2 642 (t,p), (3He,d), (d,3He), (3He,pnγ)9/2+

2 683 (3He,d), (3He,pnγ)5/2−

2 809 log ft � 8.8 (β− from 5/2+) (t,p), (d,3He), (3He,pnγ)7/2−

1 846 (t,p), (3He,pnγ)9/2+

3 877 (3He,d), (3He,pnγ)11/2+

1 959 B(E2→ 7/2+2 ) = W.u., log ft = 8.05 (β− from 11/2−),

(t,p), (3He,pnγ)5/2−

3 987 (t,p), (3He,pnγ)9/2+

4 1013 (3He,d), (3He,pnγ)9/2−

1 1024 log ft = 8.5 (β− from 11/2−), (t,p), (3He,pnγ)3/2+

2 1062 (3He,pnγ)1/2−

2 1082 (t,p), (3He,d)11/2+

2 1125 (3He,pnγ)7/2−

2 1153 (3He,pnγ)5/2+

4 1180 (3He,d), (d,3He), (3He,pnγ)3/2+

3 1210 log ft = 7.5 (β− from 5/2+), (3He,d), (3He,pnγ)9/2+

5 1277 (3He,pnγ)7/2−

3 1377 (3He,pnγ)5/2−

4 1418 (t,p), (3He,pnγ)1/2+

2 1443 (3He,d)1/2+

3 1476 (3He,d)5/2+

5 1603 log ft � 7.3 (β− from 5/2+), (t,p), (3He,pnγ)3/2+

4 1621 log ft � 7.6 (β− from 5/2+), (3He,d), (3He,pnγ)1/2−

3 1719 (t,p)1/2+

4 1941 (3He,d)5/2+

6 1985 (t,p), (3He,d)7/2+

3 2093 (t,p), (3He,d)





4–132106

48Cd

58[Ref. p. 4–165

0+1 0

2+1 633

?

4+1 1494

?

2+2 1717

?

?

0+2 1795

?

4+2 2105

?

?

?

0+3 2144

?

?

?

4+3 2305

?

?

5+1 2331

?

?

2+3 2371

?

?

?

?

3−1 2379

?

6+1 2492

?

?

6+2 2503

?

0+4 2561

?

2+4 2566

?

5−1 2629

?

?

?

2+5 2630

?

?

6+3 2925

?

?

8+1 3044

?

?

7+1 3084

?

?

?

7+2 3126

?

?

6−1 3320

?

?

3+1 3329

?

8+2 3367

?

?

?

?

2+6 3394

?

8−1 3508

?

?

?

?

9−1 3679

?

?

?

10−1 4106

?

?



[keV] Refs. [94D, 97A, 99B]

0+1 0 stable Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (16O,p2nγ),

(16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)2+

1 633 7.27 ps B(E2→ 0+1 ) = 25.8 W.u., log ft > 7 (EC from 7+),

log ft = 6.2 (EC from (2)+), µ = 0.80 µn, Q = −0.28 barn,Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (16O,p2nγ),(16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)

4+1 1494 0.87 ps B(E2→ 2+

1 ) = 46 W.u., Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ),(α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ),(α,α), (α,α′)





Ref. p. 4–165]106

48Cd

584–133


[keV] Refs. [94D, 97A, 99B]

2+2 1717 0.31 ps B(M1/E2→ 2+

1 ) = 0.0075/11 W.u., (δ = −1.44),B(E2→ 2+

1 ) = 2.4 W.u., log ft = 6.49 (EC from (2)+),Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (13C,3nγ),(12C,3nγ), (α,α), (α,α′)

0+2 1795 log ft = 7.21 (EC from (2)+), (p,p′γ), (p,2nγ)

4+2 2105 ≤2 ps B(E2→ 2+

2 ) > 42 W.u., B(E2→ 2+1 ) > 0.5 W.u.,

B(M1/E2→ 4+1 ) > 0.026/ > 5.2 W.u., (δ = −0.31),

log ft = 6.67 (EC from (2)+), (p,p′), (p,p′γ), (n,n′γ), (p,2nγ),(α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ),(α,α), (α,α′)

0+3 2144 log ft = 7.46 (EC from (2)+), (p,p′γ), (n,n′γ), (p,2nγ)

4+3 2305 (M1/E2→ 4+

2 :δ = −0.17), log ft = 7.13 (EC from 7+),(p,p′γ), (n,n′γ), (p,2nγ), (13C,3nγ), (12C,3nγ), (α,α), (α,α′)

5+1 2331 0.6 ns (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (16O,p2nγ), (13C,3nγ), (12C,3nγ)

2+3 2371 (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (α,α), (α,α′)

3−1 2379 (E1/M2→ 2+

1 :δ = −0.005), log ft = 6.83 (EC from (2)+),(p,p′), (p,p′γ), (n,n′γ), (p,2nγ)

6+1 2492 log ft = 5.94 (EC from 7+), (n,n′γ), (α,2nγ), (16O,p2nγ), (16O,4nγ),

(13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)6+

2 2503 B(E2→ 4+1 ) > 0.036 W.u., log ft = 6.04 (EC from 7+),

(n,n′γ), (α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ),(30Si,6nγ)

0+4 2561 (n,n′γ)

2+4 2566 (M1/E2→ 2+

1 :δ = 2.5), log ft = 6.02 (EC from (2)+),(n,n′γ), (α,2nγ)

5−1 2629 5 ps B(E1/M2→ 4+

1 ) = 7× 10−6/ < 0.15 W.u., (δ = −0.04),B(E1→ 5+

1 ) = 6× 10−5 W.u., log1u ft = 7.93 (EC from 7+),(n,n′γ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)

2+5 2630 log ft = 6.50024 (EC from (2)+), (n,n′γ)

6+3 2925 log ft = 6.15 (EC from 7+), (α,2nγ), (13C,3nγ), (12C,3nγ)

8+1 3044 0.39 ns B(E2→ 6+

2 ) = 0.42 W.u., B(E2→ 6+1 ) = 0.6 W.u.,

log ft = 5.02 (EC from 7+), (α,2nγ), (16O,p2nγ), (13C,3nγ),(12C,3nγ)

7+1 3084 (M1/E2→ 6+

2 :δ = −0.39), log ft = 5.81 (EC from 7+),(16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ)

7+2 3126 log ft = 6.12 (EC from 7+), (13C,3nγ), (12C,3nγ)

6−1 3320 (M1/E2→ 5−

1 :δ = 0.73), (n,n′γ), (α,2nγ), (16O,p2nγ), (16O,4nγ),(13C,3nγ), (12C,3nγ), (30Si,6nγ)

3+1 3329 (n,n′γ)

8+2 3367 (α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)

2+6 3394 (n,n′γ)

8−1 3508 1.5 ns (α,2nγ), (16O,p2nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)

9−1 3679 0.7 ns (M1/E2→ 8−

1 :δ = 0.15), (16O,p2nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)10−

1 4106 ≤4 ps B(E2→ 8−1 ) ≥ 62 W.u., (M1/E2→ 9−

1 :δ = −0.15),(n,n′γ), (α,2nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)

12+1 5241 (α,2nγ), (12C,3nγ), (30Si,6nγ)





4–134108

48Cd

60[Ref. p. 4–165

0+1 0

2+1 633

?

4+1 1508

?

2+2 1602

?

?

0+2 1721

?

0+3 1913

?

?

?

3+1 2146

?

?

?

2+3 2163

?

?

3−1 2202

?

?

4+2 2239

?

?

?

2+4 2366

?

?

2+5 2486

?

?

?

6+1 2541

?

5+1 2565

?

?

5−1 2602

?

4+3 2646

?

?

?

1−1 2678

?

5−2 2707

?

4+4 2739

?

3+2 2763

?

?

6+2 2808

?

?

?

?

2+6 2817

?

?

6−1 2975

?

?

?

6+3 2994

?

?

7−1 3058

?

?

?

3+3 3082

?

2+7 3195

?

?

8−1 3224

?

?

7−2 3249

?

?

8−2 3475

?

?

?

9−1 3485

?

?

8+1 3683

?

9−2 3738

?

?

6+4 3816

?

?

?

?

8+2 3861

?

?

?

10−1 3872

?

10+1 4153

?

?

?

?

?

11−1 4188

?

10−2 4197

?

6+5 4513

11−2 4569

?

?

12+1 4709

?

10+2 4756

?

12−1 4826

?

12−2 5125

?

13−1 5180

?

14+1 5503

?

13−2 5574

?

?

11−3 5589

12+2 5592

?

?

?

12−3 5640

?

?

?

?

?

13−3 5761

?

?

?

?

14−1 5983

?

14−2 6077

?

?

14+2 6124

?

?

?

14−3 6252

?

?

15−1 6404

?

16+1 6459

?

15−2 6599

?

16+2 6891

?

?



Ref. p. 4–165]108

48Cd

604–135


[keV] Refs. [97B3, 97A, 99B]

0+1 0 stable log ft = 4.425 (β− from 1+), Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d),

(3He,n), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)2+


log ft = 6.53 (EC from 2+), µ = 0.68 µn, Q = −0.45 barn,Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d), (d,6Li), (p,p′γ), (n,n′γ),(p,2nγ), (HI,xnγ)

4+1 1508 0.88 ps B(E2→ 2+

1 ) = 40 W.u., Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d),(d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)

2+2 1602 0.46 ps B(M1/E2→ 2+

1 ) = 0.008/17 W.u., (δ = −1.5),B(E2→ 0+

1 ) = 1.8 W.u., log ft = 6.81 (EC from 2+),Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d), (d,6Li), (p,p′γ), (n,n′γ),(p,2nγ), (HI,xnγ)

0+2 1721 (3He,d), (3He,n), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)

0+3 1913 (3He,d), (3He,n), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)

3+1 2146 (M1/E2→ 2+

2 :δ = −1.22), (M1/E2→ 2+1 :δ = −1.84),

(p,p′γ), (n,n′γ), (p,2nγ)2+

3 2163 (M1/E2→ 2+1 :δ = 0.13), log ft = 6.25 (EC from 2+),

(3He,d), (p,p′γ), (n,n′γ), (p,2nγ)3−

1 2202 log ft = 7.1 (EC from 2+), (p,p′), (�p,p′), (α, α′), (3He,d), (d,6Li),(p,p′γ), (n,n′γ), (p,2nγ)

4+2 2239 (M1/E2→ 4+

1 :δ = −0.43), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)2+

4 2366 log ft = 6.33 (EC from 2+), (3He,d), (p,p′γ), (n,n′γ), (p,2nγ)2+

5 2486 log ft = 6.37 (EC from 2+), (3He,d), (p,p′γ), (n,n′γ), (p,2nγ)6+

1 2541 log ft = 5.93 (EC from 7+), (d,6Li), (n,n′γ), (HI,xnγ)5+

1 2565 0.2 ps (M1/E2→ 4+1 :δ = 0.08), (HI,xnγ)

5−1 2602 log1u ft = 6.46 (EC from 7+), (d,6Li), (3He,d), (n,n′γ), (HI,xnγ)

4+3 2646 (M1/E2→ 4+

1 :δ = −0.48), (n,n′γ)1−

1 2678 (3He,d), (n,n′γ)5−

2 2707 (E1/M2→ 4+1 :δ = −0.05), (3He,d), (n,n′γ), (d,6Li), (HI,xnγ)

4+4 2739 (d,6Li), (n,n′γ)

3+2 2763 (d,6Li), (n,n′γ)

6+2 2808 (d,6Li), (n,n′γ), (HI,xnγ)

2+6 2817 (n,n′γ),

6−1 2975 0.15 ns (E1/M2→ 5−

1 :δ = 0.56), (HI,xnγ)6+

3 2994 log ft = 5.76 (EC from 7+), (HI,xnγ)7−

1 3058 31 ps B(E2→ 5−2 ) = 30 W.u., B(E2→ 5−

1 ) = 13 W.u.,B(E1→ 6+

1 ) = 2.0 × 10−5 W.u., log ft = 6.54 (EC from 7+), (n,n′γ),(HI,xnγ)

3+3 3082 (n,n′γ),

2+7 3195 (n,n′γ)

8−1 3224 0.49 ns (M1/E2→ 7−

1 :δ = 0.185), (HI,xnγ)7−

2 3249 (HI,xnγ)8−

2 3475 (M1/E2→ 7−2 :δ = −0.14), (M1/E2→ 7−

1 :δ = −0.31), (HI,xnγ)9−

1 3485 47.1 ps B(E2→ 7−1 ) = 12.1 W.u., (M1/E2→ 8−

1 :δ = 0.06), (HI,xnγ)8+

1 3683 (HI,xnγ)9−

2 3738 6.2 ps B(E2→ 7−1 ) = 8.6 W.u., (HI,xnγ)

6+4 3816 logft = 5.65 (EC from 7+)

8+2 3861 (HI,xnγ)

10−1 3872 5.75 ps (HI,xnγ)





4–136108

48Cd

60[Ref. p. 4–165


[keV] Refs. [97B3, 97A, 99B]

10+1 4153 35.4 ps B(E1→ 10−

1 ) = 3.5× 10−5 W.u., B(E2→ 8+1 ) = 4.6 W.u.,

B(E2→ 8+2 ) = 79 W.u., (HI,xnγ)

11−1 4188 3.60 ps B(E2→ 9−

1 ) = 30 W.u., (HI,xnγ)10−

2 4197 5.5 ps B(E2→ 8−2 ) = 16 W.u., (HI,xnγ)

6+5 4513 logft = 5.3 (EC from 7+)

11−2 4569 1.66 ps B(M1→ 10−

1 ) = 0.0038 W.u., B(E2→ 10−1 ) = 6.6 W.u.,

B(E2→ 9−2 ) = 22 W.u., (HI,xnγ)

12+1 4709 10.1 ps B(E2→ 10+

1 ) = 34.5 W.u., (HI,xnγ)10+

2 4756 (HI,xnγ)12−

1 4826 1.11 ps B(E2→ 10−1 ) = 21 W.u., (HI,xnγ)

12−2 5125 2.1 ps B(E2→ 10−

2 ) = 12.8 W.u., (HI,xnγ)13−

1 5180 0.69 ps B(E2→ 11−1 ) = 28 W.u., (HI,xnγ)

14+1 5503 1.52 ps (HI,xnγ)

13−2 5574 (HI,xnγ)

11−3 5589 (HI,xnγ)

12+2 5592 (HI,xnγ)

12−3 5640 (HI,xnγ)

13−3 5761 (HI,xnγ)

14−1 5983 (HI,xnγ)

14−2 6077 <2 ps (HI,xnγ)

14+2 6124 (HI,xnγ), (p,2nγ)

14−3 6252 (HI,xnγ)

15−1 6404 (HI,xnγ)

16+1 6459 <1.4 ps (HI,xnγ)

15−2 6599 <2 ps (HI,xnγ)

16+2 6891 (HI,xnγ)

16−1 7275 (HI,xnγ)

16−2 7386 (HI,xnγ)

18+1 7564 (HI,xnγ)

17−1 7725 (HI,xnγ)

17−2 7741 (HI,xnγ)

18−1 8102 (HI,xnγ)

18−2 8284 (HI,xnγ)

19−1 8585 (HI,xnγ)

19−2 8671 (HI,xnγ)





Ref. p. 4–165]109

48Cd

614–137

5/2+1 0

1/2+1 60

?

7/2+1 203

?

5/2+2 348

?

?

11/2−1 463

?

5/2+3 673

?

?

?

5/2+4 722

?

?

?

5/2+5 891

?

?

?

9/2+1 997

?

?

?

7/2+2 1134

?

1/2+2 1418

?

?

13/2+1 1854

13/2+2 2065

19/2−1 2591

17/2+1 2688

19/2−2 2700

23/2−1 2861

21/2+1 2867

21/2−1 2974

?

23/2−2 3411

?

?

25/2+1 3524

?

23/2−3 3616

23/2+1 3621

?

25/2−1 3897

?

?

?

25/2+2 3911

?

?

27/2−1 4297

27/2−2 4459

?

?

27/2−3 4631

29/2+1 4698

?

31/2+1 4725

27/2−4 4875

31/2−1 5051

?

27/2−5 5063

?

31/2+2 5084

29/2−1 5123

?

29/2−2 5280

?

?

?

31/2−2 5400

31/2−3 5441

?

33/2+1 5672

?

33/2−1 5731

?

35/2+1 5776

?

35/2−1 5972

?

31/2+3 6156

?

35/2−2 6165

?

37/2−1 6796

?

39/2−1 7011

?

39/2+1 7078

?

43/2−1 8203

?

43/2+1 8599

?

47/2−1 9570

?



4–138109

48Cd

61[Ref. p. 4–165


[keV] Refs. [91B3, 97A, 99B]

5/2+1 0 462.6 d µ = −0.8278461 µn, Q = 0.69 barn, (d,t), (p,nγ), (α,3nγ), (HI,xnγ)

1/2+1 60 12 µs B(E2→ 5/2+

1 ) = 0.19 W.u., (d,t), (p,nγ)7/2+

1 203 36 ps B(M1→ 5/2+1 ) = 0.068 W.u., log ft = 5.26413 (β+ from 9/2+),

(d,t), (p,nγ), (α,3nγ), (HI,xnγ)5/2+

2 348 (d,t), (p,nγ)11/2−

1 463 10.9 µs B(M2→ 7/2+1 ) = 0.091 W.u., log ft = 8.22 (β+ from 9/2+),

µ = −1.096 µn, Q = −0.92 barn, (d,t), (p,nγ), (α,3nγ), (HI,xnγ)5/2+

3 673 (d,t), (p,nγ)5/2+

4 722 (d,t), (p,nγ)5/2+

5 891 (p,nγ)9/2+

1 997 (p,nγ), (α,3nγ)7/2+

2 1134 log ft = 7.01 (β+ from 9/2+),1/2+

2 1418 (d,t), (p,nγ)13/2+

1 1854 (HI,xnγ)13/2+

2 2065 (HI,xnγ)19/2−

1 2591 (HI,xnγ)17/2+

1 2688 (HI,xnγ)19/2−

2 2700 (HI,xnγ)23/2−

1 2861 (α,3nγ), (HI,xnγ)21/2+

1 2867 (HI,xnγ)21/2−

1 2974 (HI,xnγ)23/2−

2 3411 (HI,xnγ)25/2+

1 3524 (α,3nγ), (HI,xnγ)23/2−

3 3616 (HI,xnγ)23/2+

1 3621 (HI,xnγ)25/2−

1 3897 (HI,xnγ)25/2+

2 3911 (HI,xnγ)27/2−

1 4297 (HI,xnγ)27/2−

2 4459 (HI,xnγ)27/2−

3 4631 (HI,xnγ)29/2+

1 4698 (HI,xnγ)31/2+

1 4725 (HI,xnγ)27/2−

4 4875 (HI,xnγ)31/2−

1 5051 (HI,xnγ)27/2−

5 5063 (HI,xnγ)31/2+

2 5084 (HI,xnγ)29/2−

1 5123 (HI,xnγ)29/2−

2 5280 (HI,xnγ)31/2−

2 5400 (HI,xnγ)31/2−

3 5441 (HI,xnγ)33/2+

1 5672 (HI,xnγ)33/2−

1 5731 (HI,xnγ)35/2+

1 5776 (HI,xnγ)35/2−

1 5972 (HI,xnγ)31/2+

3 6156 (HI,xnγ)35/2−

2 6165 (HI,xnγ)37/2−

1 6796 (HI,xnγ)





Ref. p. 4–165]110

48Cd

624–139

0+1 0

2+1 658

?

0+2 1473

?

?

2+2 1476

?

?

4+1 1542

?

0+3 1731

?

?

?

2+3 1783

?

?

0+4 2079

??

?

?

3−1 2079

??

?

?

3+1 2163

?

?

?

4+2 2220

?

?

?

4+3 2251

?

?

?

?

3+2 2433

?

?

?

6+1 2480

?

?

5−1 2540

?

?

4+4 2561

?

?

?

?

5−2 2660

?

?

?

0+5 2662

?

?

6+2 2877

?

?

?

7−1 2879

?

?

?

6−1 2896

?

?

?

5+1 2927

?

?

?

?

?

?

?

?

7−2 3029

?

?

?

?

8−1 3056

?

?

6+3 3065

?

?

6+4 3122

?

?

?

?

?

?

?

6+5 3240

?

?

?

8+1 3275

?

9−1 3346

?

8−2 3427

?

?

6+6 3525

?

?

?

?

?

10+1 3611

?

?

9−2 3683

?

?

?

?

8+2 3792

?

10−1 3823

?

?

10+2 4077

?

12+1 4171

?

11−1 4173

?

10−2 4182

?

?

11−2 4559

?

?

12+2 4888

?

14+1 5026

?

12−1 5092

?

13−1 5248

?

14+2 5674

?

14−1 5967

?

16+1 6100

?

15−1 6180

?

16+2 6574

?

16−1 6673

?

17−1 6990

?

18+1 7324

?

18−1 7523

?

18+2 7651

?

19−1 7942

?

20−1 8629

?

20+1 8646

?

21−1 9102

?

22+1 9960

?

23−1 10491

?



4–140110

48Cd

62[Ref. p. 4–165


[keV] Refs. [92D, 97A, 99B]

0+1 0 stable log ft = 4.66 (β− from 1+), Coul. ex., (p,t), (p,p′), (e,e′), (3He,d),

(3He,n), (p,p′γ), (n,n′γ), (18O,4nγ), (α,2nγ)2+


log ft = 5.6 (EC from 2+), µ = 0.56 µn, Q = −0.40 barn,Coul. ex., (p,t), (p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ),(18O,4nγ), (α,2nγ)


(p,p′), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)2+

2 1476 0.68 ps B(M1/E2→ 2+1 ) = 0.0135/30 W.u., (δ = −1.36),

B(E2→ 0+1 ) = 1.34 W.u., log ft = 7.39 (β− from 1+),

log ft = 6.97 (EC from 2+),Coul. ex., (p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)

4+1 1542 0.73 ps B(E2→ 2+

1 ) = 46 W.u., log ft > 11.6 (β− from 6+),log ft = 7.9 (EC from 2+), Coul. ex., (p,t), (p,p′), (e,e′), (3He,d),(3He,n), (p,p′γ), (n,n′γ), (18O,4nγ), (α,2nγ)


Coul. ex., (p,t), (p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ),(α,2nγ) (18O,4nγ),

2+3 1783 1.0 ps (M1/E2→ 2+

1 :δ = 0.33), B(E2→ 0+1 ) = 0.27 W.u.,

log ft = 6.9 (β− from 1+), log ft = 6.68 (EC from 2+),(p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)

0+4 2079 log ft = 6.6 (β− from 1+), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)

3−1 2079 log ft = 7.54 (β− from 1+), log ft = 7.29 (EC from 2+),

Coul. ex., (p,p′), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)3+

1 2163 (M1/E2→ 4+1 :δ = −0.70), (M1/E2→ 2+

2 :δ = −1.76),(M1/E2→ 2+

1 :δ = −1.21), log ft = 7.55 (EC from 2+),(3He,n), (p,p′γ), (n,n′γ), (α,2nγ) (18O,4nγ),

4+2 2220 (M1/E2→ 4+

1 :δ = −0.36), (E2/M3→ 2+1 :δ = −0.10),

(p,p′), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)4+

3 2251 (M1/E2→ 4+1 :δ = −0.15), log ft = 11.37 (β− from 6+),

(p,p′γ), (n,n′γ), (α,2nγ)3+

2 2433 (n,n′γ), (α,2nγ)6+

1 2480 log ft = 8.29 (β− from 6+), log ft = 6.6 (EC from 7+),(3He,d), (3He,n), (n,n′γ), (α,2nγ) (18O,4nγ),

5−1 2540 log ft ≥ 10.7 (β− from 6+), log1u ft = 7.47 (EC from 7+),

(α,2nγ) (3He,d), (3He,n), (p,p′), (n,n′γ), (18O,4nγ)4+

4 2561 (M1/E2→ 4+1 :δ = −0.56),

(3He,d), (3He,n), (n,n′γ), (α,2nγ)5−

2 2660 (M1/E2→ 5−1 :δ = −0.13), log ft = 10.81 (β− from 6+),

(3He,d), (n,n′γ), (18O,4nγ), (α,2nγ)0+

5 2662 log ft = 4.83 (β− from 1+), (3He,d), (3He,n), (n,n′γ)6+

2 2877 log ft = 8.22 (β− from 6+), log ft = 6.34 (EC from 7+),(3He,n), (n,n′γ), (α,2nγ)

7−1 2879 (18O,4nγ), (α,2nγ)

6−1 2896 (M1/E2→ 5−

2 :δ = −0.09), (M1/E2→ 5−1 :δ = −0.09),

(E1/M2→ 6+1 :δ = −0.15), (18O,4nγ), (α,2nγ)

5+1 2927 (M1/E2→ 6+

1 :δ = −0.38), (M1/E2→ 4+2 :δ = −1.42),

(E2/M3→ 3+1 :δ = −0.10), (M1/E2→ 4+

1 :δ = −0.44),log ft = 5.38 (β− from 6+), log ft = 6.93 (EC from 7+),(p,p′), (α,2nγ)





Ref. p. 4–165]110

48Cd

624–141


[keV] Refs. [92D, 97A, 99B]

7−2 3029 (M1/E2→ 7−

1 :δ = −0.08), (p,p′), (α,2nγ)8−

1 3056 (M1/E2→ 7−1 :δ = −1.03), (18O,4nγ), (α,2nγ)

6+3 3065 (3He,d)

6+4 3122 log ft = 4.79 (EC from 7+), (3He,d)

6+5 3240 log ft = 5.68 (EC from 7+), (3He,d), (α,2nγ)

8+1 3275 log ft = 6.75 (EC from 7+), (18O,4nγ), (p,t), (α,2nγ)

9−1 3346 (18O,4nγ), (p,t), (α,2nγ)

8−2 3427 (M1/E2→ 8−

1 :δ = −0.25), (M1/E2→ 7−1 :δ = −0.14),

(18O,4nγ), (α,2nγ)6+

6 3525 (M1/E2→ 6+1 :δ = 0.31), log ft = 5.19 (EC from 7+), (α,2nγ)

10+1 3611 (18O,4nγ), (α,2nγ)

9−2 3683 (M1/E2→ 8−

2 :δ = −0.12), (M1/E2→ 8−1 :δ = −0.21),

(18O,4nγ), (α,2nγ)8+

2 3792 (p,t), (α,2nγ)10−

1 3823 (M1/E2→ 9−1 :δ = −0.24), (α,2nγ)

10+2 4077 (α,2nγ)

12+1 4171 (18O,4nγ), (α,2nγ)

11−1 4173 (18O,4nγ), (α,2nγ)

10−2 4182 (M1/E2→ 9−

1 :δ = −0.27), (18O,4nγ), (α,2nγ)11−

2 4559 (M1/E2→ 10−1 :δ = −0.07), (α,2nγ)

12+2 4888 (18O,4nγ), (α,2nγ)

14+1 5026 (18O,4nγ), (α,2nγ)

12−1 5092 (18O,4nγ)

13−1 5248 (18O,4nγ)

14+2 5674 (18O,4nγ)

14−1 5967 (18O,4nγ)

16+1 6100 (18O,4nγ)

15−1 6180 (18O,4nγ)

16+2 6574 (18O,4nγ)

16−1 6673 (18O,4nγ)

17−1 6990 (18O,4nγ)

18+1 7324 (18O,4nγ)

18−1 7523 (18O,4nγ)

18+2 7651 (18O,4nγ)

19−1 7942 (18O,4nγ)

20−1 8629 (18O,4nγ)

20+1 8646 (18O,4nγ)

21−1 9102 (18O,4nγ)

22+1 9960 (18O,4nγ)

23−1 10491 (18O,4nγ)

24+1 11317 (18O,4nγ)

26+1 12759 (18O,4nγ)

28+1 14201 (18O,4nγ)





4–142111

48Cd

63[Ref. p. 4–165

1/2+1 0

5/2+1 245

?

3/2+1 342

?

?

11/2−1 396

?

7/2+1 417

?

5/2+2 620

?

?

?

?

7/2+2 705

5/2+3 753

?

?

?

?

3/2+2 755

?

?

?

7/2+3 854

?

?

3/2+3 856

?

3/2+4 865

?

?

?

3/2+5 867

?

?

?

?

15/2−1 968

?

9/2+1 987

?

?

3/2+6 1017

?

?

?

1/2+2 1020

3/2+7 1078

?

?

?

?

3/2+8 1116

?

?

?

7/2+4 1118

?

?

?

?

?

1/2+3 1186

?

3/2+9 1190

?

?

?

11/2+1 1257

?

?

5/2−1 1327

?

3/2+10 1392

?

?

?

?

1/2+4 1473

?

?

?

?

?

3/2+11 1546

?

?

?

?

3/2+12 1552

?

?

?

?

?

3/2+13 1692

?

?

?

3/2+14 1740

?

?

?

3/2+15 1789

?

?

?

?

3/2+16 1829

?

?

?

?

19/2−1 1852

?

7/2−1 1972

?

23/2−1 2847

?

27/2−1 3763

?

31/2−1 4556

?

35/2−1 5502

?

39/2−1 6649

?

43/2−1 7951

?

47/2−1 9407

?



Ref. p. 4–165]111

48Cd

634–143


[keV] Refs. [91B3, 97A, 99B]

1/2+1 0 stable log ft = 7.3 (β− from 1/2−), µ = −0.5948861 µn,

Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (p,p′), (n,n′γ), (3He,2nγ),(γ,γ′), (n,γ), (HI,xnγ)

5/2+1 245 84.5 ns B(E2→ 1/2+

1 ) = 0.2218 W.u., log ft = 9.2 (β− from 1/2−),log ft = 5.51 (β− from 7/2+), µ = −0.7656 µn, Q = 0.77 barn,Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (n,n′γ), (3He,2nγ), (n,γ)

3/2+1 342 24 ps B(M1/E2→ 5/2+

1 ) = 0.0205/ W.u., (δ = 0.12),B(M1/E2→ 1/2+

1 ) = 0.01761/11.7 W.u., (δ = 0.36),log ft = 7.8 (β− from 1/2−), µ = −0.03 µn,Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (p,p′), (n,n′γ), (3He,2nγ),(n,γ), (n,γ)

11/2−1 396 48.54 m B(E3→ 5/2+

1 ) = 9.7× 10−5 W.u.,µ = −1.1051 µn, Q = −0.85 barn,(d,p), (d,t), (α,3nγ)

7/2+1 417 0.12 ns B(M1/E2→ 3/2+

1 ) = 0.0041/23 W.u., (δ = −0.144),log ft = 5.5 (β− from 7/2+), log ft = 5.0 (EC from 9/2+),Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (n,n′γ), (3He,2nγ)

5/2+2 620 9.7 ps B(M1/E2→ 7/2+

1 ) = 0.0019/20 W.u.,(M1/E2→ 5/2+

1 :δ = 2.80), log ft = 9.5 (β− from 1/2−),log ft = 4.79 (β− from 7/2+), µ = 0.28 µn,Coul. ex., (d,p), (d,t), (d,d′), (p,p′), (n,n′γ), (3He,2nγ)

7/2+2 705 (n,n′γ)

5/2+3 753 (M1/E2→ 5/2+

1 :δ = −0.05), log ft = 4.66 (β− from 7/2+),(n,n′γ), (3He,2nγ), (n,γ)

3/2+2 755 log ft = 9.7 (β− from 1/2−),

Coul. ex., (3He,2nγ)7/2+

3 854 (n,n′γ), (3He,2nγ), (n,γ)3/2+

3 856 Coul. ex.3/2+

4 865 log ft = 8.6 (β− from 1/2−),(d,p), (d,t), (n,γ)

3/2+5 867 2.8 ps (M1/E2→ 3/2+

1 :δ = 2.40),(d,p), (d,t), (n,n′γ), (n,γ)

15/2−1 968 (α,3nγ), (n,n′γ), (3He,2nγ), (HI,xnγ)

9/2+1 987 (α,3nγ), (n,n′γ), (3He,2nγ)

3/2+6 1017 (M1/E2→ 1/2+

1 :δ = −3.20),(n,n′γ), (n,γ)

1/2+2 1020 (d,p), (d,t)

3/2+7 1078 (M1/E2→ 5/2+

1 :δ = 0.20), (M1/E2→ 1/2+1 :δ = 0.27),

(n,n′γ), (n,γ)3/2+

8 1116 0.08 ps (M1/E2→ 5/2+1 :δ = 2.80), (M1/E2→ 1/2+

1 :δ = −0.17),Coul. ex., (d,p), (d,t), (n,n′γ), (3He,2nγ), (n,γ)

7/2+4 1118 (n,n′γ), (n,γ)

1/2+3 1186 (d,p), (d,t), (n,γ)

3/2+9 1190 (n,n′γ), (n,γ)

11/2+1 1257 (α,3nγ), (n,n′γ), (3He,2nγ)

5/2−1 1327 (n,n′γ), (n,γ)

3/2+10 1392 (n,n′γ), (n,γ)

1/2+4 1473 (n,n′γ), (n,γ)

3/2+11 1546 (d,p), (d,t), (n,n′γ), (n,γ)

3/2+12 1552 (d,p), (d,t), (n,n′γ), (n,γ)





4–144111

48Cd

63[Ref. p. 4–165


[keV] Refs. [91B3, 97A, 99B]

3/2+13 1692 (d,d′), (p,p′), (n,n′γ)

3/2+14 1740 (n,n′γ), (n,γ)

3/2+15 1789 (d,d′), (n,n′γ), (n,γ)

3/2+16 1829 (n,n′γ), (n,γ)

19/2−1 1852 (α,3nγ), (3He,2nγ), (HI,xnγ)

7/2−1 1972 (n,n′γ), (n,γ)

23/2−1 2847 (α,3nγ), (HI,xnγ)

27/2−1 3763 (α,3nγ), (HI,xnγ)

31/2−1 4556 (α,3nγ), (HI,xnγ)

35/2−1 5502 (HI,xnγ)

39/2−1 6649 (HI,xnγ)

43/2−1 7951 (HI,xnγ)

47/2−1 9407 (HI,xnγ)





Ref. p. 4–165]112

48Cd

644–145

0+1 0?

2+1 618

?

0+2 1224

?

?

2+2 1312

?

?

4+1 1416

?

0+3 1433

?

?

?

?

2+3 1469

?

?

?

4+2 1871

?

?

?

?

?

?

?

0+4 1871

?

?

?

?

?

?

?

3−1 2005

?

?

?

3+1 2065

?

?

?

4+3 2082

?

?

?

?

?

2+4 2122

?

2+5 2156

?

?

?

?

6+1 2168

?

?

2+6 2231

?

?

?

?

?

0+5 2301

?

5−1 2373

?

?

?

3+2 2403

?

?

3−2 2416

?

?

?

?

?

4+4 2454

?

4+5 2493

?

0+6 2501

2+7 2507

?

?

?

?

?

5−2 2570

?

?

?

6+2 2572

?

?

?

1−1 2584

4−1 2591

?

?

?

5−3 2632

2+8 2635

0+7 2649

3−3 2649

1−2 2653

5+1 2666

?

?

?

2−1 2667

5−4 2667

2+9 2673

4+6 2711

?

2+10 2724

?

?

?

?

?

2+11 2766

?

5−5 2793

7−1 2794

?

?

?

4+7 2816

6−1 2818

?

?

4+8 2830

0+8 2832

?

4+9 2835

2+12 2850

?

?

?

0+9 2853

3−4 2867

?

?

?

?

?

3+3 2868

8+1 2881

?

0+10 2882

4+10 2892

6+3 2921

?

?

0+11 2924

2+13 2926

5−6 2928

6−2 2932

?

?

7−2 2936

?

?

?

?



4–146112

48Cd

64[Ref. p. 4–165


[keV] Refs. [96D2, 97A, 99B]

0+1 0 stable log1u ft = 9.76 (β− from (2)−), log ft = 4.7 (EC from 1+), Coul. ex.,

(d,p), (t,p), (n,γ), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ), (n,n′γ), (�p,p′),(α,2nγ)

2+1 618 6.51 ps B(E2→ 0+

1 ) = 30.2 W.u., log ft = 8.25 (β− from (2)−),log ft = 5.31 (EC from 1+), µ = 0.64 µn, Q = −0.37 barn,Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ),(n,n′γ), (�p,p′), (α,2nγ)

0+2 1224 4.2 ps B(E2→ 2+

1 ) = 51 W.u., log1u ft = 10.06 (β− from (2)−),log ft = 5.376 (EC from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′),(d,d′), (γ, γ′), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)

2+2 1312 2.0 ps B(M1/E2→ 2+

1 ) = 0.015/15 W.u., (δ = −0.77),B(E2→ 2+

1 ) = 0.60 W.u., log ft = 8.86 (β− from (2)−),log ft = 7.17 (EC from 1+), Coul. ex., (t,p), (p,p′), (d,d′), (�d,t),(γ, γ′), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)

4+1 1416 0.90 ps B(E2→ 2+

1 ) = 61 W.u., log1u ft = 10.89 (β− from (2)−), (t,p), (n,γ),(p,p′), (d,d′), (�d,t), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)

0+3 1433 1.9 ns B(E2→ 2+

2 ) = 80 W.u., B(E2→ 2+1 ) = 0.0099 W.u.,

log1u ft = 11.11 (β− from (2)−), log ft = 5.90 (EC from 1+), (d,p),(t,p), (p,p′), (d,d′), (γ, γ′), (p,p′γ), (n,n′γ), (α,2nγ)

2+3 1469 2.7 ps B(M1/E2→ 2+

1 ) = 0.0078/0.42 W.u., (δ = 0.22),B(E2→ 0+

1 ) = 0.34 W.u., log ft = 8.91 (β− from (2)−),log ft = 5.9 (EC from 1+), Coul. ex., (d,p), (�d,t), (t,p), (n,γ), (p,p′),(d,d′), (γ, γ′), (p,p′γ), (n,n′γ), (α,2nγ)

4+2 1870.75 (d,d′), (n,n′γ), (α,2nγ)

0+4 1871 log1u ft = 9.18 (β− from (2)−), log ft = 5.51 (EC from 1+), (d,p),

(�d,t), (t,p), (p,p′), (d,d′), (γ, γ′), (p,p′γ), (n,n′γ)3−

1 2005 (E1/M2→ 2+1 :δ = −0.06), log ft = 7.84 (β− from (2)−), Coul. ex.,

(d,p), (t,p), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)3+

1 2065 (M1/E2→ 2+2 :δ = 0.07), (M1/E2→ 2+

1 :δ = −0.03),log ft = 9.69 (β− from (2)−), (d,d′), (�d,t), (p,p′γ), (n,n′γ), (α,2nγ)

4+3 2082 (M1/E2→ 4+

1 :δ = −0.47), (t,p), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ),(n,n′γ), (α,2nγ)

2+4 2122 log ft = 5.82 (EC from 1+), (d,p), (�d,t), (t,p), (p,p′), (d,d′), (γ, γ′),

(n,n′γ), (α,2nγ)2+

5 2156 log ft = 8.66 (β− from (2)−), log ft = 6.302 (EC from 1+), (d,p),(t,p), (p,p′), (d,d′), (�d,t), (γ, γ′), (n,n′γ), (α,2nγ)

6+1 2168 (n,n′γ), (α,2nγ)

2+6 2231 (M1/E2→ 2+

1 :δ = −0.60), (d,p), (�d,t), (t,p), (p,p′), (γ, γ′), (n,n′γ),(α,2nγ)

0+5 2301 log ft = 5.78 (EC from 1+), (d,p), (t,p), (p,p′), (d,d′), (�d,t), (γ, γ′),

(n,n′γ)5−

1 2373 (E1/M2→ 4+3 :δ = −0.06), (E1/M2→ 4+

1 :δ = −0.02), (d,p), (t,p),(p,p′), (d,d′), (�d,t), (n,n′γ), (�p,p′), (α,2nγ)

3+2 2403 (M1/E2→ 2+

1 :δ = −0.25), (M1/E2→ 2+4 :δ = 0.33), (�d,t), (n,n′γ),

(α,2nγ)3−

2 2416 log ft = 8.02 (β− from (2)−), (p,p′), (d,d′), (�d,t), (n,n′γ), (�p,p′),(α,2nγ)

4+4 2454 (t,p), (p,p′), (d,d′), (�d,t), (n,n′γ), (α,2nγ)





Ref. p. 4–165]112

48Cd

644–147


[keV] Refs. [96D2, 97A, 99B]

4+5 2493 (p,p′), (d,d′), (�d,t), (n,n′γ), (α,2nγ)

0+6 2501 (�d,t)

2+7 2507 log ft = 7.91 (β− from (2)−), (�d,t), (d,p), (t,p), (p,p′), (d,d′), (γ, γ′),

(n,n′γ), (�p,p′)5−

2 2570 (E1/M2→ 4+1 :δ = −0.13), (�d,t), (t,p), (α,2nγ)

6+2 2572 (t,p), (p,p′), (d,d′), (α,2nγ)

1−1 2584 (p,p′)

4−1 2591 (M1/E2→ 3−

1 :δ = 0.27), (E1/M2→ 3+1 :δ = 0.03), (�d,t), (p,p′), (α,2nγ)

5−3 2632 (p,p′)

2+8 2635 (d,p), (�d,t), (d,d′)

0+7 2649 (�d,t), (d,d′)

3−3 2649 (p,p′), (d,d′)

1−2 2653 (d,p), (p,p′), (d,d′)

5+1 2666 (α,2nγ)

2−1 2667 (p,p′)

5−4 2667 (d,d′)

2+9 2673 (d,d′)

4+6 2711 (M1/E2→ 4+

1 :δ = −0.33), (p,p′), (�d,t), (d,d′), (α,2nγ)2+

10 2724 log ft = 7.39 (β− from (2)−), (d,p), (p,p′), (�d,t), (d,d′), (γ, γ′),(n,n′γ), (α,2nγ)

2+11 2766 log ft = 8.77 (β− from (2)−), (d,p), (t,p), (p,p′), (d,d′), (�d,t), (n,n′γ)

5−5 2793 (p,p′), (d,d′)

7−1 2794 (E1/M2→ 6+

1 :δ = −0.01), (α,2nγ)4+

7 2816 (p,p′), (d,d′)6−

1 2818 (M1/E2→ 5+1 :δ = −0.45), (M1/E2→ 5+

2 :δ = −0.03), (�d,t), (α,2nγ)4+

8 2830 (d,d′)0+

8 2832 (d,p), (t,p), (d,d′), (�d,t), (γ, γ′), (�p,p′)4+

9 2835 (p,p′), (d,d′)2+

12 2850 (p,p′), (d,d′), (γ, γ′)0+

9 2853 (�d,t)3−

4 2867 log ft = 7.95 (β− from (2)−), (t,p), (p,p′), (d,d′)3+

3 2868 (�d,t)8+

1 2881 (α,2nγ)0+

10 2882 (�d,t), (d,d′)4+

10 2892 (p,p′), (�d,t), (d,d′)6+

3 2921 (α,2nγ)0+

11 2924 (�d,t)2+

13 2926 (d,d′)5−

6 2928 (p,p′)6−

2 2932 (d,d′), (α,2nγ)7−

2 2936 (E1/M2→ 6+1 :δ = −0.01), (M1/E2→ 7−

1 :δ = −0.52), (α,2nγ)2+

14 2942 (d,p), (p,p′), (d,d′)2+

15 2949 (�d,t), (d,d′)4−

2 2960 (�d,t)3−

5 2962 (p,p′)2+

16 2967 (p,p′), (d,d′)2+

17 2980 (�d,t), (d,d′)





4–148112

48Cd

64[Ref. p. 4–165


[keV] Refs. [96D2, 97A, 99B]

6+4 3028 (�d,t), (α,2nγ)

1−3 3046 (p,p′)

3−6 3065 (d,d′)

4+11 3068 log ft = 8.81 (β− from (2)−), (d,p), (t,p), (p,p′)

8−1 3093 (M1/E2→ 7−

1 :δ = 0.55), (M1/E2→ 7−2 :δ = −0.59), (α,2nγ)

4+12 3100 (p,p′), (d,d′)

2+18 3101 (�d,t)

2+19 3108 (�d,t), (d,p), (t,p), (γ, γ′)

3−7 3131 (d,d′)

3−8 3175 (�d,t), (t,p)

8+2 3176.62 (M1/E2→ 8+

1 :δ = −0.14), (α,2nγ)2+

20 3177 (�d,t), (p,p′), (d,d′)4+

13 3205 (p,p′), (�d,t), (d,d′)8+

3 3231 (α,2nγ)7+

1 3239 (M1/E2→ 6+1 :δ = −7.20), (α,2nγ)

2+21 3242 (d,p), (t,p), (d,d′), (�d,t), (γ, γ′)

7−3 3248 (M1/E2→ 7−

2 :δ = −0.10), (M1/E2→ 6−2 :δ = 0.28), (α,2nγ)

4+14 3265 (p,p′), (�d,t), (d,d′)

7−4 3292 (d,d′), (α,2nγ)

2+22 3296 (�d,t)

6+5 3302 (t,p)

9−1 3318 (M1/E2→ 8−

1 :δ = 0.30), (α,2nγ)10+

1 3323 (α,2nγ)3−

9 3326 (p,p′)5−

7 3329 (p,p′), (d,d′)2+

23 3340 (�d,t), (d,p), (t,p)3−

10 3344 (p,p′)2+

24 3350 (d,d′)0+

12 3352 (�d,t)2+

25 3359 (�d,t), (p,p′)2+

26 3366 (d,d′)7−

5 3376 (M1/E2→ 6−2 :δ = −0.37), (α,2nγ)

2+27 3380 (�d,t), (d,d′)

8+4 3399 (α,2nγ)

4+15 3415 (t,p), (p,p′)

4+16 3417 (d,d′)

6+6 3452 (p,p′)

8−2 3529 (M1/E2→ 7−

2 :δ = 1.00), (M1/E2→ 7−1 :δ = −0.11),

(M1/E2→ 8−1 :δ = −0.30), (α,2nγ)

4+17 3534 (p,p′)

8+5 3543 (α,2nγ)

4+18 3543 (d,d′)

3−11 3560 (p,p′), (d,d′)

9−2 3571 (M1/E2→ 8−

1 :δ = −0.10), (α,2nγ)3−

12 3586 (p,p′)3−

13 3616 (p,p′), (d,d′)8−

3 3659 (M1/E2→ 9−1 :δ = −0.18), (δ = −0.18), (α,2nγ)





Ref. p. 4–165]112

48Cd

644–149


[keV] Refs. [96D2, 97A, 99B]

3−14 3667 (p,p′), (d,d′)

10+2 3684 (α,2nγ)

7−6 3685 (M1/E2→ 7−

5 :δ = −0.29), (α,2nγ)4+

19 3691 (p,p′), (d,d′)2+

28 3717 (d,d′)8+

6 3737 (α,2nγ)4+

20 3748 (p,p′)4+

21 3764 (p,p′)4+

22 3800 (p,p′)10−

1 3810 (M1/E2→ 9−2 :δ = −0.80), (α,2nγ)

3−15 3815 (p,p′)

4+23 3835 (p,p′)

4+24 3863 (p,p′)

9+1 3914 (M1/E2→ 8+

1 :δ = 0.09), (M1/E2→ 8+4 :δ = 0.31), (α,2nγ)

0+13 3920 (d,d′)

12+1 3931 (α,2nγ)

4+25 3945 (p,p′)

9+2 3967 (M1/E2→ 10+

1 :δ = −0.16), (α,2nγ)10+

3 3990 (M1/E2→ 10+2 :δ = −0.50), (α,2nγ)

3−16 4010 (p,p′)

3−17 4034 (p,p′)

4+26 4060 (p,p′)

4+27 4118 (p,p′)

10+4 4126 (α,2nγ)

3−18 4172 (p,p′)

10+5 4175 (α,2nγ)

7−7 4221 (p,p′)

3−19 4248 (p,p′)

3−20 4279 (p,p′)

10+6 4283 (α,2nγ)

9−3 4284 (α,2nγ)

11−1 4285 (α,2nγ)

4+28 4320 (p,p′)

7−8 4338 (p,p′)

4+29 4364 (p,p′)

11+1 4383 (E1/M2→ 10+

1 :δ = 0.75), (E1/M2→ 12+1 :δ = 0.05), (α,2nγ)

3−21 4385 (p,p′)

10−2 4385 (α,2nγ)

11−2 4468 (α,2nγ)

3−22 4468 (p,p′)

3−23 4499 (p,p′)

12+2 4587 (α,2nγ)

11+2 4687 (α,2nγ)

14+1 4872 (α,2nγ)

1−4 7632 5.4 fs B(E1/M2→ 2+

3 ) = 4.4× 10−6/(0.001) W.u., (δ = 0.05),B(E1/M2→ 2+

1 ) = 1.8× 10−5/0.006W.u., (δ = 0.06),B(E1→ 2+

4 ) = 2.3× 10−6W.u., B(E1→ 4+3 ) = 1.6× 10−6W.u.,

B(E1→ 0+1 ) = 6.7× 10−5W.u., B(E1→ 0+

2 ) = 8.2× 10−6W.u.,B(E1→ 0+

3 ) = 2.5× 10−6W.u., B(E1→ 0+4 ) = 1.6× 10−5W.u., (γ, γ′)





4–150113

48Cd

65[Ref. p. 4–165

1/2+1 0

11/2−1 264

?

3/2+1 299

?

5/2+1 316

?

?

7/2+1 459

?

7/2−1 522

?

?

5/2+2 584

?

?

?

?

9/2−1 638

?

?

3/2+2 681

?

?

?

?

5/2+3 709

?

?

?

?

1/2+2 760

15/2−1 815

?

7/2+2 817

?

?

?

5/2−1 855

?

?

?

15/2−2 870

?

1/2+3 884

?

?

3/2+3 898

?

?

?

?

9/2+1 940

?

?

1/2+4 988

?

?

3/2+4 1003

?

?

?

7/2+3 1048

?

?

?

?

3/2+5 1050

?

?

?

7/2−2 1051

?

?

?

13/2−1 1109

?

?

?

9/2+2 1125

?

?

?

?

?

3/2+6 1126

?

?

?

3/2−1 1195

?

?

?

?

13/2−2 1210

?

11/2+1 1215

?

?

3/2+7 1268

?

?

3/2+8 1280

?

?

?

?

?

11/2−2 1347

?

7/2+4 1368

?

?

?

?

?

3/2+9 1479

?

?

?

?

7/2+5 1505

?

7/2−3 1576

?

?

5/2+4 1607

?

?

?

?

11/2−3 1657

?

3/2+10 1675

?

?

?

11/2+2 1733

?

?

?

9/2−2 1779

?

?

7/2−4 1892

?

?

?

7/2−5 2113

?

?

3/2−2 2174

?

?

?

3/2−3 2320

?

?



Ref. p. 4–165]113

48Cd

654–151


[keV] Refs. [98B2, 97A, 99B]

1/2+1 0 7.7 Py log ft � 7.0 (β− from 1/2−), µ = −0.6223009 µn,

Coul. ex., (d,p), (d,t), (n,γ), (d,d′), (p,p′), (γ,′γ), (p,p′γ), (α,nγ),(n,n′γ)

11/2−1 264 14.1 y B(E5→ 1/2+

1 ) = 0.0499 W.u., µ = −1.0877842 µn, Q = −0.71 barn,(d,p), (d,t), (α,nγ)

3/2+1 299 29 ps B(M1/E2→ 1/2+

1 ) = 0.025/20 W.u., (δ = 0.30),log ft � 7.6 (β− from 1/2−), µ = −0.39 µn,Coul. ex., (d,p), (d,t), (n,γ), (d,d′), (α,nγ), (n,n′γ)

5/2+1 316 10.8 ns B(M1→ 3/2+

1 ) = 0.0083 W.u., B(E2→ 1/2+1 ) = 0.371 W.u.,

log1u ft � 9.3 (β− from 1/2−), log ft � 5.4 (β− from 7/2+),Coul. ex., (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ), (p,p′),(p,p′γ)

7/2+1 459 (M1/E2→ 5/2+

1 :δ = −0.04), log ft � 6.3 (β− from 7/2+),(d,p), (d,t), (α,nγ), (n,n′γ)

7/2−1 522 0.322 ns (α,nγ), (n,n′γ)

5/2+2 584 6.9 ps B(E2→ 1/2+

1 ) = 33 W.u., log1u ft � 10.0 (β− from 1/2−),log ft � 5.5 (β− from 7/2+), µ = 0.15 µn,Coul. ex., (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)

9/2−1 638 (M1/E2→ 7/2−

1 :δ = −0.25), (α,nγ), (n,n′γ), (p,p′),(p,p′γ)3/2+

2 681 12 fs (M1/E2→ 5/2+1 :δ = −0.02), (M1/E2→ 3/2+

1 :δ = 0.16),B(M1/E2→ 1/2+

1 ) = /22 W.u., (δ = −1.8),log ft � 8.2 (β− from 1/2−), Coul. ex., (d,p), (d,t), (n,γ), (α,nγ),(n,n′γ)

5/2+3 709 (M1/E2→ 7/2+

1 :δ = 0.34), (M1/E2→ 5/2+1 :δ = −0.24),

(M1/E2→ 3/2+1 :δ = −0.10), log1u ft � 10.9 (β− from 1/2−),

log ft � 4.8 (β− from 7/2+), Coul. ex., (α,nγ), (n,n′γ)1/2+

2 760 (d,p), (d,t)15/2−

1 815 (α,nγ)7/2+

2 817 (M1/E2→ 5/2+1 :δ = −0.45), (d,p), (d,t), (α,nγ), (n,n′γ)

5/2−1 855 (M1/E2→ 7/2−

1 :δ = −0.27), (α,nγ), (n,n′γ)15/2−

2 870 (n,n′γ)1/2+

3 884 log ft � 8.4 (β− from 1/2−), (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)3/2+

3 898 (M1/E2→ 5/2+2 :δ = 0.41), (d,p), (d,t), (α,nγ), (n,n′γ)

9/2+1 940 (α,nγ), (n,n′γ)

1/2+4 988 log ft � 8.1 (β− from 1/2−), (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)

3/2+4 1003 (M1/E2→ 3/2+

2 :δ = −0.8), (d,p), (d,t), (n,γ), (n,n′γ)7/2+

3 1048 (M1/E2→ 5/2+2 :δ = 0.12), log ft � 5.6 (β− from 7/2+),

(α,nγ), (n,n′γ)3/2+

5 1050 (M1/E2→ 1/2+1 :δ = 0.49), log ft � 8.8 (β− from 1/2−),

(n,γ), (α,nγ), (n,n′γ)7/2−

2 1051 (M1/E2→ 9/2−1 :δ = −0.41), (α,nγ), (n,n′γ)

13/2−1 1109 (α,nγ), (n,n′γ)

9/2+2 1125 (α,nγ), (n,n′γ)

3/2+6 1126 (M1/E2→ 1/2+

1 :δ = −0.02), log ft � 8.6 (β− from 1/2−),(d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)

3/2−1 1195 (M1/E2→ 5/2−

1 :δ = −0.20), (n,γ), (α,nγ), (n,n′γ)13/2−

2 1210 (n,n′γ)11/2+

1 1215 (α,nγ), (n,n′γ)3/2+

7 1268 (α,nγ), (n,n′γ)3/2+

8 1280 (d,p), (d,t), (α,nγ), (n,n′γ)





4–152113

48Cd

65[Ref. p. 4–165


[keV] Refs. [98B2, 97A, 99B]

11/2−2 1347 (α,nγ)

7/2+4 1368 (M1/E2→ 7/2+

2 :δ = −0.006), (α,nγ)3/2+

9 1479 (d,p), (d,t), (n,γ), (n,n′γ)7/2+

5 1505 (α,nγ)7/2−

3 1576 (d,p), (d,t), (n,n′γ)5/2+

4 1607 (d,p), (d,t), (n,n′γ)11/2−

3 1657 (α,nγ), (n,n′γ)3/2+

10 1675 (d,p), (d,t), (n,n′γ)11/2+

2 1733 (α,nγ), (n,n′γ)9/2−

2 1779 (n,n′γ)7/2−

4 1892 (α,nγ), (n,n′γ), (p,p′),(p,p′γ)7/2−

5 2113 (d,p), (d,t), (n,n′γ)3/2−

2 2174 90 fs (d,p), (d,t), (γ, γ′), (n,n′γ)3/2−

3 2320 (d,p), (d,t), (n,n′γ)1/2+

5 2810 (d,p), (d,t)





Ref. p. 4–165]114

48Cd

664–153

0+1 0

2+1 558

?

0+2 1135

?

?

2+2 1210

?

?

?

4+1 1284

?

0+3 1306

?

?

?

?

2+3 1364

?

?

?

?

?

4+2 1732

?

?

?

?

2+4 1842

?

?

?

?

?

?

0+4 1860

?

?

?

3+1 1864

?

?

?

?

?

3−1 1958

?

?

?

?

?

2+5 2048

?

?

?

?

?

?

?

3+2 2205

?

?

?

?

?

?

?

?

?

2+6 2219

?

?

?

?

?

5−1 2299

?

2+7 2317

?

?

?

3−2 2385

?

?

?

?

?

?

3−3 2387

?

4+3 2392

?

?

0+5 2438

?

?

?

1−1 2456

?

?

4−1 2461

?

?

?

?

?

?

2+8 2525

?

?

?

?

?

?

?

?

?

?

?

0+6 2554

?

?

?

2−1 2580

?

?

?

?

?

?

?

0+7 2637

?

?

2+9 2650

?

?

?

?

?

?

?

?

3+3 2701

?

?

?

?

?

?

?

?

2+10 2749

?

?

1−2 2768

?

?

?

3+4 2807

?

?

?

?

2+11 2812

?

?

?

?

?

?

?

?

4+4 2820

?

?

?

4+5 2934

2+12 2953

?

?

1−3 3000

?

?

?

2+13 3002

?

?

0+8 3053

?

?

?

?

1−4 3109

?

?

2+14 3206

?

?

?

?



4–154114

48Cd

66[Ref. p. 4–165


[keV] Refs. [95B, 97A, 99B]

0+1 0 stable log ft = 5.1 (β− from 1+), log ft = 4.9 (EC from 1+), Coul. ex.,

(d,p), (t,p), (n,γ), (p,p′), (e,e′), (d,d′), (α, α′), (γ, γ′), (d,3He), (d,6Li),(n,n′γ), (HI,xnγ)

2+1 558 10.2 ps B(E2→ 0+

1 ) = 31.0 W.u., log ft = 5.7 (β− from 1+),µ = 0.58 µn, Q = −0.40 barn, Coul. ex., (d,p), (t,p), (n,γ), (p,p′),(e,e′), (d,d′), (α, α′), (γ, γ′), (d,3He), (d,6Li), (n,n′γ), (HI,xnγ)

0+2 1135 9.9 ps B(E2→ 2+

1 ) = 27.3 W.u., log ft = 6.3 (β− from 1+),log ft = 5.5 (EC from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′),(α, α′), (d,6Li), (n,n′γ)

2+2 1210 3.1 ps B(E2→ 0+

2 ) = 1.8 W.u., B(E2→ 0+1 ) = 0.5 W.u.,

B(M1/E2→ 2+1 ) = /28.4 W.u., (δ = 1.2),

log ft = 6.5 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (e,e′),(d,d′), (α, α′), (d,6Li), (n,n′γ)

4+1 1284 1.39 ps log ft = 7.7 (β− from 1+), log ft = 7.41 (EC from 5+),

Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′), (α, α′), (γ, γ′), (d,3He),(d,6Li), (n,n′γ), (HI,xnγ)

0+3 1306 4.7 ns B(E2→ 2+

2 ) = 109 W.u., B(E2→ 2+1 ) = 0.0026 W.u.,

log ft = 8.1 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,6Li),(n,n′γ)

2+3 1364 5.2 ps B(E2→ 4+

1 ) = 12.9 W.u., B(M1/E2→ 2+2 ) = /31 W.u., (δ = 1.95),

B(E2→ 0+2 ) = 16 W.u., B(E2→ 0+

1 ) = 0.33 W.u.,log ft = 6.9 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′),(α, α′), (d,3He), (d,6Li), (n,n′γ)

4+2 1732 4.8 ps B(E2→ 2+

3 ) = 11.5 W.u., B(E2→ 2+2 ) = 32 W.u.,

B(E2→ 2+1 ) = 0.41W.u., B(M1/E2→ 4+

1 ) = /12.6W.u., (δ = −1.60),Coul. ex., (t,p), (n,γ), (n,n′γ)

2+4 1842 0.65 ps B(E2→ 2+

3 ) = 107 W.u., B(E2→ 2+2 ) = 4.8 W.u.,

B(M1/E2→ 2+1 ) = /0.38 W.u., (δ = 0.61),

B(E2→ 0+1 ) = 0.19 W.u., log ft = 7.0 (β− from 1+),

Coul. ex., (d,p), (n,γ), (d,6Li), (n,n′γ)0+

4 1860 1.8 ps B(E2→ 2+3 ) = 21 W.u., B(E2→ 2+

1 ) = 2.5 W.u.,log ft = 6.0 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (d,d′), (d,6Li),(n,n′γ)

3+1 1864 (n,γ)

3−1 1958 Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (e,e′), (α, α′), (d,3He), (d,6Li),

(n,n′γ)2+

5 2048 0.38 ps B(E2→ 0+3 ) = 22.6 W.u., B(E2→ 0+

1 ) = 0.11 W.u.,log ft = 7.2 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (n,n′γ)

3+2 2205 (n,γ), (n,n′γ)

2+6 2219 log ft = 6.1 (β− from 1+), (d,p), (t,p), (n,γ), (p,p′), (n,n′γ)

5−1 2299 (n,γ), (p,p′), (d,d′), (α, α′), (d,3He), (n,n′γ)

2+7 2317 (d,d′), (n,n′γ)

3−2 2385 (d,p), (n,γ), (d,3He)

3−3 2387 (E1/M2→ 2+

1 :δ = 0.01), (α, α′), (d,3He), (n,n′γ)4+

3 2392 (t,p), (n,γ), (p,p′), (α, α′), (d,3He)0+

5 2438 (n,γ), (n,n′γ)1−

1 2456 log ft = 7.1 (β− from 1+), (n,γ), (d,3He)4−

1 2461 (n,γ), (d,3He), (n,n′γ)2+

8 2525 (d,p), (n,γ), (p,p′), (n,n′γ)





Ref. p. 4–165]114

48Cd

664–155


[keV] Refs. [95B, 97A, 99B]

0+6 2554 log ft = 5.6 (β− from 1+), (d,p), (n,γ), (d,d′)

2−1 2580 (n,γ)

0+7 2637 log ft = 6.7 (β− from 1+), (d,p), (n,γ), (n,n′γ)

2+9 2650 (t,p), (n,γ), (d,d′)

3+3 2701 (n,γ)

2+10 2749 (d,p), (t,p), (n,γ), (n,n′γ)

1−2 2768 (d,p), (n,γ), (p,p′), (d,d′), (d,3He)

3+4 2807 (d,p), (n,γ)

2+11 2812 (M1/E2→ 3+

3 :δ = 0.42), (n,γ), (n,n′γ)4+

4 2820 (t,p), (n,γ)4+

5 2934 (t,p)2+

12 2953 log ft = 6.5 (β− from 1+), (n,γ), (d,d′)1−

3 3000 (n,γ), (d,d′), (n,n′γ)2+

13 3002 (d,p), (n,γ), (d,d′)0+

8 3053 log ft = 6.0 (β− from 1+), (d,p), (t,p), (n,γ), (d,d′), (d,3He)1−

4 3109 (n,γ), (n,n′γ)2+

14 3206 (n,γ)





4–156115

48Cd

67[Ref. p. 4–165

1/2+1 0

11/2−1 181

3/2+1 229

?

5/2+1 361

?

?

1/2+2 649

?

?

1/2+3 803

1/2+4 963

?

?

1/2+5 1175

3/2−1 2156

?

?

?

?

?

3/2−2 2314

?

?



[keV] Refs. [92B2, 97A, 99B]

1/2+1 0 53.46 h µ = −0.6484259 µn, log ft = 6.7 (β− from 1/2−),

(d,p), (d,t)11/2−

1 181 44.6 d µ = −1.0410343 µn, Q = −0.54 barn,(d,p), (d,t)

3/2+1 229 (M1/E2→ 1/2+

1 :δ � 2.2),log ft = 7.2 (β− from 1/2−),(d,p), (d,t)

5/2+1 361 log1u ft = 9.2 (β− from 1/2−), (d,p)

1/2+2 649 log ft = 8.0 (β− from 1/2−), (d,p)

1/2+3 803 (d,p)

1/2+4 963 log ft = 8.3 (β− from 1/2−),

(d,p), (d,t)1/2+

5 1175 (d,p)3/2−

1 2156 log ft = 5.5 (β− from 1/2−)3/2−

2 2314 log ft = 5.8 (β− from 1/2−)





Ref. p. 4–165]116

48Cd

684–157

0+1 0

2+1 513

?

2+2 1213

?

?

4+1 1219

?

0+2 1283

?

?

0+3 1380

?

2+3 1642

?

?

?

3−1 1922

?

?

0+4 1928

?

2+4 1951

?

?

?

?

?

6+1 2027

?

2+5 2037

?

4+2 2042

?

?

?

5−1 2249

?

?

5−2 2292

?

?

2+6 2293

?

?

4+3 2376

?

?

3+1 2377

?

?

2+7 2435

?

?

2+8 2559

1−1 2720

?

?

?

2+9 2783

?

4+4 3050

1−2 3118

2+10 3217

?

?

?

?



4–158116

48Cd

68[Ref. p. 4–165


[keV] Refs. [94B, 97A, 99B]

0+1 0 stable Coul. ex., (t,p), (p,p′), (e,e′), (d,d′), (α, α′), (d,6Li), (p,p′γ), (n,n′γ),

(HI,xnγ)2+

1 513 14.1 ps B(E2→ 0+1 ) = 33.56 W.u., log ft = 7.3 (β− from (2)−),

log ft = 6.11 (β− from (5+)), µ = 0.60 µn, Q = −0.42 barn,Coul. ex., (t,p), (p,p′), (e,e′), (d,d′), (α, α′), (d,6Li), (p,p′γ), (n,n′γ),(HI,xnγ)

2+2 1213 1.9 ps B(M1/E2→ 2+

1 ) = 0.006/21 W.u., (δ = −1.50),B(E2→ 0+

1 ) = 1.10 W.u., log ft = 7.9 (β− from (2)−),log ft = 6.1 (β− from (5+)), Coul. ex., (t,p), (p,p′), (α, α′), (d,6Li),(p,p′γ), (n,n′γ)

4+1 1219 1.7 ps B(E2→ 2+

1 ) = 57 W.u., log1u ft = 9.9 (β− from (2)−),log ft = 6.01 (β− from (5+)), Coul. ex., (t,p), (p,p′), (d,d′), (d,6Li),(p,p′γ), (n,n′γ), (HI,xnγ)

0+2 1283 65 ps B(E2→ 2+

2 ) = 2.08× 104 W.u., B(E2→ 2+1 ) = 0.55 W.u.,

log ft = 8.3 (β− from (2)−), (p,p′), (d,6Li), (p,p′γ), (n,n′γ)0+

3 1380 1.15 ps B(E2→ 2+1 ) = 31 W.u., Coul. ex., (t,p), (p,p′), (α, α′), (d,6Li),

(p,p′γ), (n,n′γ)2+

3 1642 (M1/E2→ 2+1 :δ = 1.1), log ft = 7.7 (β− from (2)−), (p,p′), (d,d′),

(α, α′), (d,6Li), (p,p′γ), (n,n′γ)3−

1 1922 (E1/M2→ 2+1 :δ ≤ 0.39), log ft = 7.6 (β− from (2)−),

log ft = 6.49 (β− from (5+)), Coul. ex., (t,p), (p,p′), (α, α′), (d,6Li),(p,p′γ), (n,n′γ)

0+4 1928 (t,p), (d,d′), (p,p′γ), (n,n′γ)

2+4 1951 (M1/E2→ 2+

1 :δ = −0.54), log ft = 7.9 (β− from (2)−), (t,p), (p,p′γ),(n,n′γ)

6+1 2027 log ft = (β− from 2−), (d,6Li), (p,p′γ), (n,n′γ), (HI,xnγ)

2+5 2037 (n,n′γ)

4+2 2042 (M1/E2→ 2+

2 :δ = −0.37), (p,p′), (n,n′γ)5−

1 2249 log ft = 6.16 (β− from (5+)), (t,p), (p,p′), (d,d′), (d,6Li), (p,p′γ),(n,n′γ)

5−2 2292 (t,p), (p,p′), (d,d′), (d,6Li)

2+6 2293 log ft = 8.3 (β− from (2)−), (t,p), (p,p′), (d,d′), (d,6Li), (n,n′γ)

4+3 2376 (M1/E2→ 4+

1 :δ = −0.07), (t,p), (p,p′), (d,d′), (d,6Li), (p,p′γ), (n,n′γ)3+

1 2377 (p,p′γ), (n,n′γ)2+

7 2435 (t,p), (p,p′), (p,p′γ), (n,n′γ)2+

8 2559 (t,p), (p,p′)1−

1 2720 (t,p), (p,p′), (n,n′γ)2+

9 2783 log ft = 7.9 (β− from (2)−), (t,p), (p,p′)4+

4 3050 (t,p), (p,p′)1−

2 3118 log ft = 7.1 (β− from (2)−), (t,p), (p,p′)2+

10 3217 log ft = 6.6 (β− from (2)−), (t,p)3−

2 3321 (t,p)4+

5 3483 (t,p)





Ref. p. 4–165]111

49In

624–159

9/2+1 0

1/2−1 537

?

3/2−1 803

?

5/2+1 1102

?

?

11/2+1 1153

?

1/2+1 1188

?

?

5/2+2 1218

?

?

3/2+1 1345

?

?

?

?

13/2+1 1401

?

?

7/2+1 1500

?

?

9/2+2 1610

?

?

15/2+1 1995

?

?

1/2+2 2085

5/2+3 2212

?

?

?

?

?

13/2−1 2235

?

?

15/2−1 2402

?

?

17/2+1 2462

?

?

17/2−1 2614

?

?

?

1/2+3 2616

1/2+4 2621

?

?

?

21/2+1 2717

?

19/2−1 2738

?

5/2+4 2768

?

?

17/2−2 2769

?

?

1/2+5 2886

1/2+6 3015

21/2−1 3020

?

1/2+7 3028

3/2+2 3130

?

?

1/2+8 3244

1/2+9 3254

23/2−1 3462

?



4–160111

49In

62[Ref. p. 4–165


[keV] Refs. [96D1, 97A, 99B]

9/2+1 0 2.8047 d log ft = 4.7 (EC from 7/2+), µ = 5.503 µn, Q = 0.804 barn,

(p,n), (p,nγ), (3He,d), (d,3He), (α,2nγ), (HI,xnγ)1/2−

1 537 7.7 m B(M4→ 9/2+1 ) = 8.68 W.u., (p,n), (p,nγ), (3He,d), (d,3He), (α,2nγ)

3/2−1 803 log ft > 7.9 (EC from 7/2+), (p,n), (p,nγ), (3He,d), (d,3He), (α,2nγ)

5/2+1 1102 (p,n), (p,nγ), (3He,d), (α,2nγ)

11/2+1 1153 0.31 ps B(M1/E2→ 9/2+

1 ) = 0.040/3.9 W.u., (δ = 0.40),log ft � 7.7 (EC from 7/2+), (p,n), (p,nγ), (α,2nγ), (HI,xnγ)

1/2+1 1188 0.14 ns B(E1→ 1/2−

1 ) = 7.5× 10−6 W.u., log ft � 6.9 (EC from 7/2+),(p,n), (p,nγ), (3He,d)

5/2+2 1218 1.2 ps B(E1→ 3/2−

1 ) = 0.00030 W.u., B(E2→ 9/2+1 ) = 5 W.u.,

(p,nγ), (3He,d), (α,2nγ)3/2+

1 1345 (p,n), (p,nγ), (3He,d), (α,2nγ)13/2+

1 1401 (p,nγ), (α,2nγ), (HI,xnγ)7/2+

1 1500 0.31 ps (p,n), (p,nγ), (3He,d), (α,2nγ)9/2+

2 1610 log ft � 5.5 (EC from 7/2+), (p,n), (p,nγ), (α,2nγ)15/2+

1 1995 0.3 ps B(M1/E2→ 13/2+1 ) = 0.029/17 W.u., (δ = 0.16),

B(E2→ 11/2+1 ) = 21 W.u., (α,2nγ), (HI,xnγ)

1/2+2 2085 (3He,d)

5/2+3 2212 log ft � 4.9 (EC from 7/2+)

13/2−1 2235 0.2 ps (α,2nγ), (HI,xnγ)

15/2−1 2402 0.6 ps B(M1/E2→ 13/2−

1 ) = 0.14/ W.u., (δ = 0.00),B(E1→ 13/2+

1 ) = 0.00048 W.u., (α,2nγ), (p,p),(p,p′), (HI,xnγ)17/2+

1 2462 0.52 ps B(M1/E2→ 15/2+1 ) = 0.31/4 W.u., (δ = 0.06),

B(E2→ 13/2+1 ) = 6.6 W.u., (α,2nγ), (p,p),(p,p′), (HI,xnγ)

17/2−1 2614 (M1/E2→ 15/2−

1 :δ = 0.06), (α,2nγ), (HI,xnγ)1/2+

3 2616 (3He,d)1/2+

4 2621 (p,nγ)21/2+

1 2717 13.7 ns B(E2→ 17/2+1 ) = 1.20 W.u., µ = 5.27 µn, (α,2nγ)

19/2−1 2738 (α,2nγ), (HI,xnγ)

5/2+4 2768 >1.4 ps (3He,d), (HI,xnγ)

17/2−2 2769 (M1/E2→ 15/2−

1 :δ = 0.07), (α,2nγ)1/2+

5 2886 (3He,d)1/2+

6 3015 (3He,d)21/2−

1 3020 >1.4 ps B(M1/E2→ 2+1 ) < 0.71/ < 20 W.u., (δ = 0.02),

(α,2nγ), (HI,xnγ)1/2+

7 3028 (3He,d)3/2+

2 3130 (p,nγ), (3He,d)1/2+

8 3244 (3He,d)1/2+

9 3254 (3He,d)23/2−

1 3462 0.52 ps B(M1/E2→ 21/2−1 ) = 0.49/5 W.u., (δ = 0.05),

(α,2nγ), (HI,xnγ)1/2+

10 11768 (p,p), (p,p′)5/2+

5 12032 (p,p), (p,p′)3/2+

3 12138 (3He,d)5/2+

6 12399 (p,p), (p,p′)1/2+

11 12822 (p,p), (p,p′)1/2+

12 12961 (p,p), (p,p′)





Ref. p. 4–165]113

49In

644–161

9/2+1 0

1/2−1 392

?

3/2−1 647

?

?

5/2+1 1024

?

?

3/2+1 1064

?

?

5/2+2 1131

?

?

?

11/2+1 1173

?

7/2+1 1191

?

?

13/2+1 1345

?

?

11/2+2 1690

?

1/2+1 1700

9/2+2 1758

1/2+2 1836

1/2+3 2153

17/2+1 2284

?

17/2+2 2670

?



[keV] Refs. [98B2, 97A, 99B]

9/2+1 0 stable log ft = 9.25 (β− from 11/2−), log ft = 23.2 (β− from 1/2+),

log ft = 4.65 (EC from 7/2+), µ = 5.5289 µn, Q = 0.799 barn,(7Li,nγ), (3He,d), (α,t), (p,nγ), (γ,γ′), (d,d′), Coul. ex., (d,3He),(p,t), (p,α)

1/2−1 392 99.476 m log ft = 7.01 (EC from 1/2+), µ = −0.21074 µn,

(3He,d), (α,t), (p,nγ), (γ,γ′), Coul. ex., (d,3He), (p,α)3/2−

1 647 (M1/E2→ 1/2−1 :δ = 0.7), log ft = 8.2 (EC from 1/2+),

(3He,d), (α,t), (p,nγ), (d,3He), (p,α)5/2+

1 1024 3.6 ps B(E1→ 3/2−1 ) = 0.000157 W.u., B(E2→ 9/2+

1 ) = 3.8 W.u.,(3He,d), (α,t), (p,nγ), (γ,γ′), Coul. ex., (p,t), (p,α)

3/2+1 1064 0.58 ns B(E1→ 1/2−

1 ) = 1.64× 10−6 W.u., (3He,d), (α,t), (p,nγ)5/2+

2 1131 0.97 ps B(E1/M2→ 3/2−1 ) = 0.00037/ < 6 W.u., (δ = −0.03),

(7Li,nγ), (3He,d), (α,t), (p,nγ), (γ,γ′), Coul. ex., (p,t)11/2+

1 1173 60 fs B(E1/M2→ 9/2+1 ) = 0.186/24 W.u., (δ = 0.47),

(7Li,nγ), (p,nγ), (γ,γ′), (α,α′), Coul. ex., (p,t)7/2+

1 1191 (M1/E2→ 5/2+1 :δ < 0.89), (7Li,nγ), (3He,d), (α,t), (p,nγ), (d,d′)

13/2+1 1345 0.33 ps B(M1/E2→ 11/2+

1 ) = 0.28/ < 7 W.u., (δ = 0.03), (7Li,nγ), (p,nγ),(p,t), (p,α)

11/2+2 1690 (7Li,nγ), (p,nγ)

1/2+1 1700 (3He,d)

9/2+2 1758 (p,t)

1/2+2 1836 (3He,d)

1/2+3 2153 (3He,d), (p,nγ)

17/2+1 2284 (7Li,nγ), (d,d′)

17/2+2 2670 (7Li,nγ)





4–162114

49In

65[Ref. p. 4–165

1+1 0

5+1 190

?

8−1 502

?



[keV] Refs. [95B, 97A, 99B]

1+1 0 71.9 s µ = 2.817 µn, (7Li,3nγ), (d,p), (d,t), (n,γ), (p,nγ)

5+1 190 49.51 d B(E4→ 1+

1 ) = 0.0234 W.u., µ = 4.653 µn,(7Li,3nγ), (d,p), (d,t), (n,γ), (p,nγ)

8−1 502 43.1 ms B(E3→ 5+

1 ) = 0.113 W.u.,(7Li,3nγ), (d,p), (n,γ), (p,nγ)





Ref. p. 4–165]115

49In

664–163

9/2+1 0

1/2−1 336

?

3/2−1 597

?

3/2+1 829

?

?

1/2+1 864

?

?

?

7/2+1 934

?

?

5/2+1 941

?

?

5/2−1 1042

?

?

5/2+2 1078

?

?

?

11/2+1 1133

?

13/2+1 1291

?

?

9/2+2 1449

?

?

?

?

?

7/2+2 1463

?

?

9/2+3 1486

?

?

?



4–164115

49In

66[Ref. p. 4–165


[keV] Refs. [92B2, 97A, 99B]

9/2+1 0 441 Ty log ft = 8.85 (β− from 11/2−),

µ = 5.5408 µn, Q = 0.86 barn,Coul. ex., (d,d′), (γ, γ′), (3He,d), (d,3He)

1/2−1 336 4.486 h B(M4→ 9/2+

1 ) = 8.27 W.u.,log ft = 7.1 (β− from 1/2+), µ = −0.24398 µn,Coul. ex., (d,d′), (3He,d), (d,3He), (n,n′γ)

3/2−1 597 ≤0.25 ns B(M1/E2→ 1/2−

1 ) ≥ 0.0047/ W.u., (δ = −0.09),log ft = 8.4 (β− from 1/2+),Coul. ex., (p,α), (d,d′), (γ, γ′), (3He,d), (d,3He), (n,n′γ)

3/2+1 829 5.78 ns B(E1→ 3/2−

1 ) = 3.78× 10−7 W.u.,B(E1→ 1/2−

1 ) = 3.3× 10−7 W.u.,log ft = 7.5 (β− from 1/2+), µ = 0.74 µn, Q = −0.60 barn,(γ, γ′), (3He,d), (n,n′γ)

1/2+1 864 0.91 ns B(M1/E2→ 3/2+

1 ) = 0.0066/121 W.u., (δ = −0.17),B(E1→ 3/2−

1 ) = 4.5× 10−8 W.u.,B(E1→ 1/2−

1 ) = 1.7× 10−6 W.u.,log ft = 6.4 (β− from 1/2+), (n,n′γ)

7/2+1 934 57 ps B(M1/E2→ 9/2+

1 ) = 4.7× 10−4/ W.u., (δ = 0.02),B(E2→ 3/2+

1 ) = 48 W.u., log1u ft � 9.5 (β− from 11/2−),(γ, γ′), (3He,d), (d,3He), (n,n′γ)

5/2+1 941 15.1 ps B(E1→ 3/2−

1 ) = 51 W.u., B(E2→ 9/2+1 ) = 1.32 W.u.,

Coul. ex., (d,d′), (γ, γ′), (n,n′γ)5/2−

1 1042 log1u ft = 11.4 (β− from 1/2+),(p,α), (d,3He), (n,n′γ)

5/2+2 1078 0.99 ps B(M1→ 5/2+

1 ) = 0.10 W.u., B(E1→ 3/2−1 ) = 4.6× 10−4 W.u.,

B(E2→ 9/2+1 ) = 11.1 W.u.,

Coul. ex., (p,α), (d,d′), (γ, γ′), (d,3He), (n,n′γ)11/2+

1 1133 0.065 ps B(M1/E2→ 9/2+1 ) = 0.185/29 W.u., (δ = 0.51),

log ft � 10.1 (β− from 11/2−),Coul. ex., (d,d′), (γ, γ′), (n,n′γ)

13/2+1 1291 0.42 ps B(M1/E2→ 11/2+

1 ) = 0.27/3.3 W.u., (δ = 0.02),B(E2→ 9/2+

1 ) = 11.1 W.u., log ft � 8.4 (β− from 11/2−),Coul. ex., (p,α), (d,d′), (d,3He), (n,n′γ)

9/2+2 1449 0.35 ps B(M1/E2→ 9/2+

1 ) � 0.00019/4.5 W.u., (δ � −8),log ft � 9.2 (β− from 11/2−),Coul. ex., (p,α), (d,d′), (γ, γ′), (3He,d), (d,3He), (n,n′γ)

7/2+2 1463 0.063 ps B(M1/E2→ 5/2+

2 ) � 3.0/39 W.u., (δ � −0.05),B(M1/E2→ 9/2+

1 ) = 0.050/1.7 W.u., (δ = −0.31),Coul. ex., (d,d′), (γ, γ′), (n,n′γ)

9/2+3 1486 0.44 ps B(M1/E2→ 11/2+

1 ) = 0.11/460 W.u., (δ = 0.8),B(M1/E2→ 9/2+

1 ) � 0.0064/2.0 W.u., (δ � −0.95),Coul. ex., (p,α), (d,d′), (γ, γ′), (d,3He)

1/2+2 2815 (3He,d)





References for chapter 4 4–165

References for chapter 4

88M1 Muller, H.-W., Tepel, J.W.: Nuclear Data Sheets 54 (1988) 527.88M2 Muller, H.-W.: Nuclear Data Sheets 54 (1988) 1.

90M Muller, H.-W.: Nuclear Data Sheets 60 (1990) 835.

91B1 Blachot, J.: Nuclear Data Sheets 62 (1991) 709.91B2 Blachot, J.: Nuclear Data Sheets 64 (1991) 1.91B3 Blachot, J.: Nuclear Data Sheets 64 (1991) 913.91S1 Sievers, H.: Nuclear Data Sheets 62 (1991) 271.91S2 Sievers, H.: Nuclear Data Sheets 62 (1991) 327.

92B1 Baglin, C.M.: Nuclear Data Sheets 66 (1992) 347.92B2 Blachot, J., Marguier, G.: Nuclear Data Sheets 67 (1992) 1.92B3 Browne, E.: Nuclear Data Sheets 66 (1992) 281.92D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 67 (1992) 809.92T Tuli, J.K.: Nuclear Data Sheets 66 (1992) 1.

93A Artna-Cohen, A.: Nuclear Data Sheets 70 (1993) 85.93B1 Blachot, J.: Nuclear Data Sheets 68 (1993) 311.93B2 Burrows, T.W.: Nuclear Data Sheets 68 (1993) 635.93D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 68 (1993) 935.93P Peker, L.K.: Nuclear Data Sheets 68 (1993) 165.

94B Blachot, J., Marguier, G.: Nuclear Data Sheets 73 (1994) 81.94D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 72 (1994) 1.94P Peker, L.K.: Nuclear Data Sheets 73 (1994) 1.

95B Blachot, J., Marguier, G.: Nuclear Data Sheets 75 (1995) 739.95K King, M.M., Chou, W.-T.: Nuclear Data Sheets 76 (1995) 285.

96D1 De Frenne, D., Jacobs, E.: Nuclear Data Sheets 77 (1996) 299.96D2 De Frenne, D., Jacobs, E.: Nuclear Data Sheets 79 (1996) 639.

97A Audi, G., Bersillon, O., Blachot, J., Wapstra, A.H.: Nucl. Phys. A624 (1997) 1.97B1 Baglin, C.M.: Nuclear Data Sheets 80 (1997) 1.97B2 Bhat, M.R.: Nuclear Data Sheets 82 (1997) 547.97B3 Blachot, J.: Nuclear Data Sheets 81 (1997) 599.97B4 Browne, E.: Nuclear Data Sheets 82 (1997) 379.97S Singh, B.: Nuclear Data Sheets 81 (1997) 1.97T Tuli, J.K.: Nuclear Data Sheets 81 (1997) 331.

98B1 Blachot, J.: Nuclear Data Sheets 83 (1998) 1.98B2 Blachot, J.: Nuclear Data Sheets 83 (1998) 647.98D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 83 (1998) 535.98S1 Singh, B.: Nuclear Data Sheets 85 (1998) 1.98S2 Singh, B.: Nuclear Data Sheets 84 (1998) 565.

99B BNL data base: www.nndc.bnl.gov, April 1999


Chapter 5

Characteristics and structure of levels of the nuclides withZ = 50 to Z = 62

A.I. Vdovin, A.N StorozhenkoBogoliubov Laboratory of Theoretical Physics

Joint Institute for Nuclear ResearchDubna, Russia

5–2112

50Sn

62[Ref. p. 5–167

0+1 0

2+1 1257

?

2+2 2151

?

?

0+2 2191

?

?

4+1 2248

?

3−1 2355

?

4+2 2521

?

6+1 2549

?

0+3 26182+3 2722

?

?

4+3 2784

?

6+2 2927

?

4+4 2946

?

2+4 2967

?

?

?

0+4 29892+5 3093

?

?

5−1 31374+5 3149

?

?

2+6 3249

?

?

4+6 32782+7 3286

?

?

7−1 3354

?

?

6+3 3414

?

?

?

?

4+7 3418

?

8−1 3431

?

0+5 35704+8 35802+8 36549−1 3694

?

8+1 4078

?

10−1 4583

?

10+1 4680

?

10+2 4820

?

11−1 4929

?

12+1 5685

?

?

14+1 6362

?

13−1 6399

?

15−1 7208

?

16+1 7213

?

17−1 8084

?

18+1 8145

?

19−1 9046

?

Jπn Sn = 10786 keV, Sp = 7559 keV, ∆ = −88659 keV E [keV]


[keV] Refs. [89S2, 96D, 97A, 99BNL]

0+1 0 stable log ft = 4.12 (β− from 1+), Coul.ex., (p,p′), (p,t), (p,p′γ), (p,2nγ),

(d,d′), (3He,nγ), (3He,3nγ), (α, α′), (α,2nγ), (12C,p2nγ), (16O,4nγ)2+1 1257 0.37 ps B(E2→ 0+

1 ) = 15.2 W.u., log ft = 5.14 (EC from 3+),µ = +0.714 µn, Q = −0.03 barn, Coul.ex., (p,p′), (p,t), (p,p′γ),(p,2nγ), (d,d′), (3He,nγ), (α, α′), (α,2nγ), (16O,4nγ)






Ref. p. 5–167]112

50Sn

625–3


[keV] Refs. [89S2, 96D, 97A, 99BNL]

2+2 2151 1.4 ps B(E2→ 0+

1 ) = 0.039W.u., log ft = 6.4 (EC from 3+), Coul.ex., (p,p′),(p,p′γ)

0+2 2191 Coul.ex., (p,p′), (p,t), (p,p′γ), (12C,p2nγ)4+1 2248 3.3 ps B(E2→ 2+

1 ) = 5.6 W.u., log ft = 5.59 (EC from 3+), Coul.ex., (p,p′),(p,t), (p,p′γ), (p,2nγ), (d,d′), (3He,nγ), (α,2nγ), (16O,4nγ)

3−1 2355 B(E3→ 0+

1 ) = 16.7W.u., log ft = 6.53 (EC from 3+), Coul.ex., (p,p′),(p,t), (p,p′γ), (d,d′), (α, α′), (α,2nγ)

4+2 2521 log ft = 6.49 (EC from 3+), Coul.ex., (p,p′), (p,t), (p,p′γ), (d,d′),

(α,2nγ)6+1 2549 13.7 ns B(E2→ 4+

1 ) = 0.515 W.u., µ = +0.534 µn, Q = +0.25 barn, (p,p′),(p,t), (p,p′γ), (p,2nγ), (3He,nγ), (α,2nγ), (16O,4nγ)

0+3 2618 (p,p′), (p,t), (p,p′γ)2+3 2722 log ft = 6.56 (EC from 3+), (p,p′), (p,t), (p,p′γ)4+3 2784 log ft = 7.46 (EC from 3+), (p,p′), (p,t), (p,p′γ), (d,d′), (α,2nγ)6+2 2927 (p,p′), (p,t), (p,p′γ), (α,2nγ), (16O,4nγ)4+4 2946 log ft = 6.73 (EC from 3+), (p,p′), (p,p′γ), (α,2nγ)2+4 2967 log ft = 5.75 (EC from 3+), (p,p′), (p,t), (p,p′γ), (d,d′)0+4 2989 (p,p′), (p,t), (p,p′γ)2+5 3093 log ft = 5.98 (EC from 3+), (p,p′), (p,p′γ)5−1 3137 (p,p′), (p,t), (p,p′γ)4+5 3149 log ft = 6.07 (EC from 3+), (p,p′), (p,p′γ), (d,d′)2+6 3249 log ft = 5.78 (EC from 3+), (p,p′), (p,t), (p,p′γ)4+6 3278 (p,p′), (p,t), (p,p′γ)2+7 3286 log ft = 5.83 (EC from 3+), (p,p′), (p,p′γ)7−1 3354 (p,p′), (p,t), (p,p′γ), (p,2nγ), (α,2nγ), (16O,4nγ)6+3 3414 (α,2nγ)4+7 3418 log ft = 5.85 (EC from 3+), (p,p′), (p,t), (p,p′γ)8−1 3431 0.62 ns B(M1/E2→ 7−

1 ) = 0.0356/8 W.u. (δ = 0.04), (d,d′), (α,2nγ),(16O,4nγ)

0+5 3570 (12C,p2nγ)4+8 3580 (p,p′), (p,p′γ)2+8 3654 (p,p′), (p,t), (p,p′γ)9−1 3694 47 ps B(M1/E2→ 8−

1 ) = 0.025/5.7 W.u. (δ = 0.14), (p,p′), (p,p′γ),(α,2nγ), (16O,4nγ)

8+1 4078 (p,p′), (p,p′γ), (α,2nγ)10−

1 4583 < 21 ps B(E2→ 8−1 ) > 0.41 W.u., (α,2nγ)

10+1 4680 (16O,4nγ)

10+2 4820 (p,p′), (p,p′γ), (α,2nγ)

11−1 4929 < 21 ps B(E2→ 9−

1 ) > 0.29 W.u., (p,p′), (p,p′γ), (α,2nγ), (16O,4nγ)12+

1 5685 (α,2nγ)14+

1 6362 (16O,4nγ)13−

1 6399 (16O,4nγ)15−

1 7208 (16O,4nγ)16+

1 7213 (16O,4nγ)17−

1 8084 (16O,4nγ)18+

1 8145 (16O,4nγ)19−

1 9046 (16O,4nγ)






5–4113

50Sn

63[Ref. p. 5–167

1/2+1 0

7/2+1 77

?

5/2+1 410

?

?

3/2+1 498

?

?

?

11/2−1 738

?

3/2+2 1014

?

?

?

5/2+2 1018

?

?

?

5/2+3 1284

?

?

?

?

1/2+2 1303

3/2+3 1314

?

?

3/2+4 1356

?

5/2+4 1473

?

5/2+5 1539

?

3/2+5 1556

?

?

?

?

?

?

?

5/2+6 1652

?

?

9/2−1 1781

?

?

1/2+3 1821

?

1/2+4 1831

?

5/2+7 1867

?

?

15/2−1 1907

?

13/2−1 1952

?

7/2+2 2040

?

?

?

?

7/2+3 2176

?

?

?

5/2+8 2201

?

5/2+9 2259

?

?

11/2−2 2337

?

7/2+4 2386

?

?

?

7/2+5 2448

?

?

?

1/2+5 2620

17/2−1 2750

19/2−1 2807

?

19/2−2 3091

?

21/2−1 3129

?

21/2−2 3421

?

?

23/2−1 3459

?

?

25/2+1 4059?



[keV] Refs. [97A, 98B, 99BNL]

1/2+1 0 115.09 d µ = −0.8791 µn, (n,γ), (p,d), (p,t), (p,nγ), (p,3nγ), (d,p), (d,t)

(α,nγ), (α,2nγ), (α,3nγ)7/2+

1 77 21.4 m M3/E4→ 1/2+1 : δ = 0.13, log ft > 6.5 (EC from 5/2+), (p,d), (p,t),

(p,nγ), (p,3nγ), (d,p), (d,t), (α,nγ), (α,2nγ), (α,3nγ)5/2+

1 410 M1/E2→ 7/2+1 : δ = −0.08, log ft = 5.9 (EC from 5/2+), (p,d),

(p,nγ), (p,t), (p,3nγ), (d,p), (d,t) (α,nγ), (α,2nγ)3/2+

1 498 >0.35 ps B(M1→ 1/2+1 ) < 0.49 W.u., B(E2→ 1/2+

1 ) < 44 W.u. (δ = 0.12),log ft = 4.67 (EC from 5/2+), (n,γ), (p,d), (p,t), (p,nγ), (p,3nγ),(d,p), (d,t) (α,nγ), (α,2nγ)

11/2−1 738 86 ns M2/E3→ 7/2+

1 : δ < 2.60, B(M2→ 7/2+1 ) = 0.10 W.u., (p,d), (p,nγ),

(α,nγ), (p,3nγ), (d,p), (d,t) (α,2nγ), (α,3nγ)3/2+

2 1014 0.2 ps B(M1/E2→ 1/2+1 ) = 0.038/10 W.u. (δ = 0.5),

log ft = 5.96 (EC from 5/2+), (p,nγ), (d,p), (d,t) (α,nγ), (α,2nγ)





Ref. p. 5–167]113

50Sn

635–5


[keV] Refs. [97A, 98B, 99BNL]

5/2+2 1018 1.0 ps B(M1/E2→ 5/2+

1 ) = 0.05/0.05 W.u. (δ = 3),B(M1/E2→ 7/2+

1 ) = 0.008/1.1 W.u. (δ = 0.5),B(E2→ 1/2+

1 ) = 1.4 W.u., log ft = 5.73 (EC from 5/2+), (p,nγ),(p,t), (p,3nγ), (α,nγ), (α,2nγ)

5/2+3 1284 0.5 ps B(M1/E2→ 5/2+

1 ) = 0.0004/3.0 W.u. (δ = 2.7),B(E2→ 1/2+

1 ) = 8 W.u., log ft = 6.93 (EC from 5/2+), (p,nγ),(p,3nγ), (α,nγ), (α,2nγ)

1/2+2 1303 (p,d)

3/2+3 1314 log ft = 6.98 (EC from 5/2+), (n,γ), (p,nγ), (p,3nγ), (d,p), (d,t)

(α,nγ), (α,2nγ)3/2+

4 1356 0.7 ps B(M1/E2→ 1/2+1 ) = 0.012/0.10 W.u. (δ = 0.14), (p,nγ), (p,3nγ),

(α,nγ), (α,2nγ)5/2+

4 1473 0.8 ps B(E2→ 1/2+1 ) = 3.1 W.u., (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)

5/2+5 1539 0.6 ps M1/E2→ 5/2+

1 : δ = −2.5, (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)3/2+

5 1556 M1/E2→ 1/2+1 : δ = 0.2, log ft = 5.66 (EC from 5/2+), (n,γ), (p,nγ),

(p,3nγ), (d,p), (d,t), (α,nγ), (α,2nγ)5/2+

6 1652 M1/E2→ 7/2+1 : δ = −1.00, log ft = 6.62 (EC from 5/2+), (p,d),

(p,nγ), (α,nγ), (α,2nγ)9/2−

1 1781 0.19 ps M1/E2→ 11/2−1 : δ = −0.50, B(E1→ 7/2+

1 ) = 1.5 × 10−5 W.u.,(p,nγ), (p,3nγ), (α,2nγ)

1/2+3 1821 (p,d), (p,nγ), (α,nγ)

1/2+4 1831 (p,d), (p,nγ), (α,nγ)

5/2+7 1867 0.33 ps B(M1/E2→ 5/2+

3 ) = 0.30/0.30 W.u. (δ = 0.15), (p,nγ), (p,3nγ),(α,nγ), (α,2nγ)

15/2−1 1907 0.8 ps B(E2→ 11/2−

1 ) = 10 W.u., (p,nγ), (p,3nγ), (d,p), (d,t), (α,nγ),(α,2nγ), (α,3nγ)

13/2−1 1952 1.0 ps B(M1/E2→ 11/2−

1 ) = 0.0010/6.1 W.u. (δ = 3.40), (p,nγ), (p,3nγ),(α,nγ), (α,2nγ), (α,3nγ)

7/2+2 2040 0.2 ps M1/E2→ 5/2+

7 : δ = 0.40, B(M1/E2→ 5/2+4 ) = 5/380 W.u. (δ = 6),

B(E2→ 3/2+4 ) = 190 W.u., (p,nγ), (α,nγ), (α,2nγ)

7/2+3 2176 0.3 ps B(M1/E2→ 5/2+

3 ) = 0.029/0.029 W.u. (δ = −0.20),B(M1→ 5/2+

1 ) = 0.0061W.u., B(M1→ 7/2+1 ) = 0.0020W.u., (p,nγ),

(p,3nγ), (α,2nγ)5/2+

8 2201 >0.24 ps B(M1/E2→ 3/2+1 ) = 0.015/0.015 W.u. (δ = −0.50), (p,nγ), (p,3nγ),

(d,p), (d,t), (α,nγ), (α,2nγ)5/2+

9 2259 0.3 ps (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)11/2−

2 2337 0.35 ps B(M1/E2→ 11/2−1 ) = 0.0047/3.3 W.u. (δ = 1.90), (p,nγ), (p,3nγ),

(α,nγ), (α,2nγ)7/2+

4 2386 1.0 ps B(M1/E2→ 5/2+4 ) = 0.019/0.019 W.u. (δ = 0.40), (p,nγ), (α,nγ),

(α,2nγ)7/2+

5 2448 M1/E2→ 5/2+3 : δ = 1.40, (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)

1/2+5 2620 (p,nγ), (p,3nγ), (d,p), (d,t), (α,nγ), (α,2nγ)

17/2−1 2750 0.20 ps B(E2→ 13/2−

1 ) = 270 W.u., (α,2nγ)19/2−

1 2807 0.31 ps B(E2→ 15/2−1 ) = 100 W.u., (p,d), (p,3nγ), (n,γ), (d,p), (d,t),

(α,nγ), (α,2nγ), (α,3nγ)19/2−

2 3091 0.45 ps B(E2→ 15/2−1 ) = 17 W.u., (p,3nγ), (α,2nγ), (α,3nγ)

21/2−1 3129 M1/E2→ 19/2−

1 : δ = 0.15, (p,3nγ), (α,nγ), (α,2nγ), (α,3nγ)21/2−

2 3421 M1/E2→ 21/2−1 : δ = 0.35, M1/E2→ 19/2−

1 : δ = 0.40, (α,2nγ)23/2−

1 3459 M1/E2→ 21/2−1 : δ = 0.16, (α,2nγ), (α,3nγ)

25/2+1 4059 0.69 ns B(E1→ 23/2−

1 ) = 1.4× 10−6 W.u., (α,2nγ), (α,3nγ)





5–6114

50Sn

64[Ref. p. 5–167

0+1 0

2+1 1300

?

0+2 1953

?

?

0+3 2156

?

4+1 2188

?

2+2 2239

?

?

?

3−1 2275

?

0+4 2421

?

2+3 2454

?

?

?

4+2 2614

?

?

?

4+3 2766

?

5−1 2815

?

?

?

4+4 2860

?

4+5 2905

?

?

?

?

2+4 2916

?

?

2+5 2944

?

?

?

?

?

?

?

0+5 3027

?

7−1 3087

?

6+1 3150

?

?

2+6 3186

?

?

6+2 3188

?

?

?

0+6 32044+6 3208

?

?

?

?

?

5−2 3242

?

0+7 3308

?

2+7 3326

?

?

?

4+7 3357

?

0+8 3423

?

6+3 3471

?

9−1 35113−2 3525

?

?

?

0+9 35482+8 3561

?

?

2+9 37220+10 37592+10 3782

?

?

?

?

?

?

?

8+1 3871

?

2+11 38722+12 39568−1 3971

?

?

4+8 4119

10+1 4139

?

0+11 44138+2 4553

?

10−1 4672

10+2 4673

?

10+3 5214

?

11+1 5300

?

12+1 5548

?

14+1 6341

?

16+1 7205

?

18+1 8143

?



Ref. p. 5–167]114

50Sn

645–7


[keV] Refs. [95B, 97A, 99BNL]

0+1 0 stable log ft = 4.473 (β− from 1+), Coul.ex., (n,n′γ), (p,t), (p,p′γ), (d,d′),

(d,t), (t,p), (3He,n), (α, α′), (α,2nγ), (HI,xnγ)2+1 1300 0.30 ps B(E2→ 0+

1 ) = 15 W.u., log ft = 5.57 (β− from 1+),log ft = 5.216 (β+ from 3+), µ ≥ 0, Coul.ex., (n,n′γ), (p,t), (p,p′γ),(d,d′), (d,t), (t,p), (α,2nγ), (HI,xnγ)

0+2 1953 6.5 ps B(E2→ 2+

1 ) = 22 W.u., log ft > 8.1 (β+ from 3+), Coul.ex., (n,n′γ),(p,t), (p,p′γ), (t,p)

0+3 2156 > 7.6 ps Coul.ex., (n,n′γ), (p,t), (t,p)4+1 2188 > 1.4 ps log ft = 5.97 (β+ from 3+), (n,n′γ), (p,t), (d,d′), (t,p), (α,2nγ),

(HI,xnγ)2+2 2239 M1/E2→ 2+

1 : δ = −7.1+1.9−2 , log ft = 6.33 (β+ from 3+), (n,n′γ),

(HI,xnγ)3−1 2275 1.7 ps B(E1→ 2+

1 ) = 0.00018 W.u., log ft = 6.73 (β+ from 3+), (n,n′γ),(p,t), (t,p), (α,2nγ), (HI,xnγ)

0+4 2421 (n,n′γ), (p,t), (d,t)2+3 2454 log ft = 6.22 (β+ from 3+), (n,n′γ), (p,t)4+2 2614 1.4 ps B(E2→ 2+

2 ) = 50 W.u., B(E2→ 2+1 ) = 3 W.u.,

log ft = 6.9 (β+ from 3+), (n,n′γ), (p,t), (α,2nγ), (HI,xnγ)4+3 2766 1.2 ps B(E2→ 2+

1 ) = 1.6 W.u., log ft = 6.48 (β+ from 3+), (n,n′γ), (α,2nγ),(HI,xnγ)

5−1 2815 > 1.4 ps (n,n′γ), (p,t), (t,p), (α,2nγ), (HI,xnγ)4+4 2860 log ft = 6.79 (β+ from 3+), (n,n′γ), (p,t), (d,d′), (t,p)4+5 2905 M1/E2→ 4+

1 : δ = +2.64, log ft = 5.34 (β+ from 3+), (n,n′γ), (t,p)2+4 2916 M1/E2→ 2+

1 : +0.8 < δ < +1.7, (n,n′γ), (p,t)2+5 2944 M1/E2→ 2+

1 : δ = −0.61, log ft = 5.60 (β+ from 3+), (n,n′γ), (p,t),(t,p)

0+5 3027 (p,t)7−1 3087 733 ns B(E2→ 5−

1 ) = 0.0155 W.u., µ = −0.567 µn, Q = 0.32 barn, (n,n′γ),(p,t), (t,p), (α,2nγ)

6+1 3150 1.1 ps B(E1→ 5−

1 ) = 0.0026 W.u., B(E2→ 4+1 ) = 8 W.u., (n,n′γ), (p,t),

(α,2nγ)2+6 3186 M1/E2→ 2+

1 : δ = −0.27, (n,n′γ), (p,t)6+2 3188 2.2 ps B(E2→ 4+

3 ) = 19 W.u., B(E2→ 4+1 ) = 1.4 W.u., (n,n′γ), (α,2nγ),

(HI,xnγ)0+6 3204 (p,t)4+6 3208 log ft = 5.60 (β+ from 3+), (n,n′γ)5−2 3242 (n,n′γ), (α,2nγ)0+7 3308 (n,n′γ), (p,t)2+7 3326 (n,n′γ), (p,t)4+7 3357 log ft = 5.94 (β+ from 3+), (n,n′γ), (p,t), (t,p)0+8 3423 (n,n′γ), (p,t)6+3 3471 0.5 ps B(E2→ 4+

1 ) = 7 W.u., (n,n′γ), (p,t), (α,2nγ)9−1 3511 > 2 ps (p,t), (3He,n), (α,2nγ), (HI,xnγ)3−2 3525 log ft = 5.95 (β+ from 3+), (α,2nγ)0+9 3548 (p,t)2+8 3561 (n,n′γ)2+9 3722 (p,t)0+10 3759 (p,t)2+10 3782 log ft = 5.44 (β+ from 3+), (p,t)





5–8114

50Sn

64[Ref. p. 5–167



8+1 3871 1.0 ps B(E2→ 6+

2 ) = 120 W.u., (α,2nγ), (HI,xnγ)2+11 3872 (p,t)2+12 3956 (p,t)8−1 3971 M1/E2→ 9−

1 : δ = −0.11, M1/E2→ 7−1 : δ = +0.45+0.6

−0.5, (α,2nγ),(HI,xnγ)

4+8 4119 (p,t)10+

1 4139 > 0.7 ps B(E1→ 9−1 ) < 0.0017 W.u., (α,2nγ), (HI,xnγ)

0+11 4413 (p,t)8+2 4553 (α,2nγ)10−

1 4672 (α,2nγ)10+

2 4673 0.60 ps B(E2→ 8+1 ) = 90 W.u., (α,2nγ), (HI,xnγ),

10+3 5214 (α,2nγ)

11+1 5300 0.25 ps M1/E2→ 10+

1 : δ = +3.8+1.2−1.7, (α,2nγ)

12+1 5548 0.67 ps B(E2→ 10+

2 ) = 50 W.u., (α,2nγ), (HI,xnγ)14+

1 6341 (HI,xnγ)16+

1 7205 (HI,xnγ)18+

1 8143 (HI,xnγ)





Ref. p. 5–167]115

50Sn

655–9

1/2+1 0

3/2+1 497

?

7/2+1 613

?

11/2−1 713

?

5/2+1 987

?

?

?

3/2+2 1280

?

?

?

?

5/2+2 1417

?

?

?

?

?

3/2+3 1644

?

5/2+3 1734

?

?

?

?

7/2+2 1858

?

?

1/2+2 1974

?

?

11/2+1 1996

?

15/2−1 2025

?

5/2+4 2060

?

?

5/2+5 2208

?

?

?

1/2−1 2593

19/2−1 3003

?

21/2+1 3509

?



5–10115

50Sn

65[Ref. p. 5–167


[keV] Refs. [92B2, 97A, 99BNL]

1/2+1 0 stable log ft = 22.5 (β− from 9/2+), log ft = 6.7 (β− from 1/2−),

µ = −0.919 µn, Coul.ex., (n,γ), (p,d), (p,t), (p,nγ), (d,p), (d,t),(pol d,t), (3He,α), (α,nγ), (α,2nγ), (α,5nγ)

3/2+1 497 11 ps B(M1/E2→ 1/2+

1 ) = 0.015/2.1 W.u. (δ = +0.21),log ft = 7.3 (β− from 1/2−), log ft = 4.74 (EC from 5/2+),Coul.ex., (n,γ), (p,d), (p,t), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α),(α,nγ), (α,2nγ), (α,5nγ)

7/2+1 613 3.26 µs B(E2→ 3/2+

1 ) = 0.130 W.u., log ft = 7.4 (EC from 5/2+),µ = +0.683 µn, Q = +0.26 barn, Coul.ex., (p,d), (p,t), (p,nγ), (d,p),(d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ), (α,5nγ)

11/2−1 713 159 µs B(M2→ 7/2+

1 ) = 0.119 W.u., µ = −1.378 µn, Q = +0.38 barn, (p,d),(p,t), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ), (α,5nγ)

5/2+1 987 1.97 ps B(M1/E2→ 7/2+

1 ) = 0.0085/3.2 W.u. (δ = −0.26),B(M1/E2→ 3/2+

1 ) = 0.067/0.3 W.u. (δ = +0.040),B(E2→ 1/2+

1 ) = 2.39 W.u., log ft = 6.3 (EC from 5/2+), Coul.ex.,(n,γ), (p,d), (p,t), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α), (α,nγ),(α,2nγ)

3/2+2 1280 0.44 ps B(M1/E2→ 5/2+

1 ) = 0.057/27+74−24 W.u. (δ = +0.23+0.25

−0.16),B(M1/E2→ 3/2+

1 ) ≈ 0.0051/3.8 W.u. (δ ≈ +0.77),B(E2→ 1/2+

1 ) = 6.7 W.u. (δ = −2.2),log ft = 6.8 (EC from 5/2+), Coul.ex., (n,γ), (p,d), (p,t), (p,nγ),(d,p), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)

5/2+2 1417 0.35 ps B(M1/E2→ 3/2+

2 ) = 0.3/400 W.u. (δ = +0.17),B(M1/E2→ 5/2+

1 ) ≈ 0.0036/4.5 W.u. (δ ≈ +0.55),B(M1/E2→ 3/2+

1 ) = 0.0149/0.39 W.u. (δ = 0.17),B(E2→ 1/2+

1 ) = 7.6 W.u., log ft = 7.4 (EC from 5/2+), Coul.ex.,(n,γ), (p,d), (p,t), (p,nγ), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)

3/2+3 1644 (p,d), (p,t), (p,nγ), (d,t),(pol d,t), (α,nγ), (α,2nγ)

5/2+3 1734 log ft = 6.0 (EC from 5/2+), (n,γ), (p,d), (p,nγ), (d,t), (pol d,t),

(3He,α), (α,nγ), (α,2nγ)7/2+

2 1858 log ft = 7.0 (EC from 5/2+), (p,d), (p,nγ), (d,t), (pol d,t), (3He,α),(α,nγ), (α,2nγ)

1/2+2 1974 (p,d), (p,t), (p,nγ), (d,p), (d,t), (pol d,t), (α,nγ), (α,2nγ)

11/2+1 1996 (α,2nγ)

15/2−1 2025 (p,nγ), (α,2nγ), (α,5nγ)

5/2+4 2060 (p,d), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)

5/2+5 2208 (p,d), (p,nγ), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)

1/2−1 2593 (p,d), (d,t), (pol d,t), (3He,α)

19/2−1 3003 (α,2nγ), (α,5nγ)

21/2+1 3509 (α,2nγ), (α,5nγ)

9/2+1 3665 (d,t), (pol d,t), (3He,α),





Ref. p. 5–167]116

50Sn

665–11

0+1 0

2+1 1294

?

0+2 1757

?

?

0+3 2027

?

?

2+2 2112

?

?

?

?

2+3 2225

?

?

?

?

?

3−1 2266

?

?

5−1 2366

?

?

4+1 2391

?

?

?

?

4+2 2529

?

?

?

?

?

1+1 2586

?

?

?

?

2+4 2650

?

?

?

?

6−1 2773

?

4+3 2801

?

?

?

?

2+5 2844

?

?

?

7−1 2909

?

?

2+6 2960

?

?

?

?

?

3+1 2996

?

?

?

?

?

6+1 3033

?

?

4+4 3046

?

?

?

?

2+7 3089

?

?

?

4+5 3097

?

?

?

?

5−2 3105

?

?

?

?

3+2 3180

?

?

?

0+4 3194

?

7−2 3210

?

?

8−1 3228

?

2+8 3228

?

?

?

?

0+5 3236

?

?

6+2 3278

?

6−2 3309

?

?

3+3 3315

?

?

?

2+9 3344

?

?

?

?

?

3+4 3371

?

?

?

3+5 3380

?

?

?

2+10 3416

?

?

?

4−1 3428

?

?

2+11 3470

?

?

?

?

8+1 3493

?

?

?

2+12 3508

?

?

?

?

9−1 3523

?

10+1 3547

?

?

2+13 3587

?

?

?

3+6 3594

?

?

2+14 3616

?

4+7 3625

?

2+15 3658

?

?

?

?

3+7 3707

?

8+2 3712

?

3+8 3739

?

1+2 3777

?

?

2+16 3806

?

5+1 3887

?

?

?

?

?

?

?

?

?

2+17 3904

?

?

2+20 4013

?

?

?

5+2 4023

?

?

?

?

?

2+21 4171

?

?

2+22 4238

?

?

10+2 4506

?

7+1 4765

?

?

?

12+1 5390

?



5–12116

50Sn

66[Ref. p. 5–167



0+1 0 stable log ft = 4.662 (β− from 1+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),

(pol p,p’), (p,p’γ), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,n), (3He,d),(3He,α), (3He,3nγ), (α,t), (α,tγ), (α,2nγ)

2+1 1294 0.374 ps B(E2→ 0+

1 ) = 12.4 W.u., log ft = 5.85 (β− from 1+),log ft = 5.24 (EC from 3+), µ = −0.32 µn, Q = −0.17 barn,Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (p,p’γ), (d,p),(d,d′), (d,t), (3He,n), (3He,d), (3He,α), (3He,3nγ), (α,t), (α,tγ),(α,2nγ)

0+2 1757 44 ps B(E2→ 2+

1 ) = 18 W.u., log ft = 5.88 (β− from 1+),log ft = 7.64 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(p,p′γ), (d,p), (d,d′), (d,t), (3He,α), (α,tγ), (α,2nγ)

0+3 2027 160 ps B(E2→ 2+

1 ) = 0.49 W.u., Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(p,p′γ), (d,p), (d,d′), (d,t), (3He,n), (3He,α)

2+2 2112 1.89 ps B(E2→ 0+

3 ) = 34 W.u., B(E2→ 0+2 ) = 22 W.u.,

B(M1/E2→ 2+1 ) = 0.0011/3.9 W.u. (δ = −1.8),

B(E2→ 0+1 ) = 0.06 W.u., log ft = 6.31 (β− from 1+),

log ft = 6.79 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(d,d′), (d,t), (3He,α), (3He,3nγ), (α,tγ), (α,2nγ)

2+3 2225 2.4 ps B(E2→ 0+

2 ) = 1.0 W.u., B(M1/E2→ 2+1 ) = 0.0034/3.0 W.u.

(δ = −1.9), B(E2→ 0+1 ) = 0.05 W.u., log ft = 6.4 (β− from 1+),

log ft = 4.78 (EC from 3+), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,p′γ),(p,d), (p,t), (d,p), (d,t), (3He,d), (3He,α), (α,t)

3−1 2266 0.34 ps B(E1→ 2+

1 ) = 0.00091 W.u., B(E3→ 0+1 ) = 22 W.u.,

log ft = 8.91u (β− from 5+), log ft = 7.15 (EC from 3+), Coul.ex.,(e,e′), (n,γ), (n,n′γ), (p,p′), (pol p,p’), (d,d′), (d,t), (3He,d), (3He,α),(α,t), (α,tγ), (α,2nγ)

5−1 2366 348 ns B(E2→ 3−

1 ) = 1.4 W.u., B(E3→ 2+1 ) = 0.63 W.u., µ = −0.376 µn,

Q = +0.26 barn, (e,e′), (n,γ), (n,n′γ), (p,p′), (pol p,p’), (p,d), (p,t),(d,p), (d,d′), (d,t), (3He,α) (α,tγ), (α,2nγ)

4+1 2391 0.28 ps B(E1→ 3−

1 ) = 0.00010 W.u., B(E2→ 2+2 ) = 90 W.u.,

B(E2→ 2+1 ) = 38 W.u., log ft = 5.271 (β− from 5+),

log ft = 6.89 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(pol p,p’), (d,p), (d,t), (3He,d) (3He,α) (α,t), (α,tγ), (α,2nγ)

4+2 2529 < 100 ps B(M1→ 4+

1 ) > 0.0085 W.u., B(E1→ 3−1 ) > 5.4× 10−7 W.u.,

B(E2→ 2+3 ) > 0.22 W.u., B(E2→ 2+

2 ) > 12 W.u.,B(E2→ 2+

1 ) > 0.00016 W.u., log ft = 5.224 (β− from 5+),log ft = 7.23 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(pol p,p’), (p,d), (p,t), (d,d′), (d,t), (3He,d), (3He,α), (α,t), (α,tγ),(α,2nγ)

1+1 2586 (n,γ), (n,n′γ), (p,p′), (d,p), (d,t), (3He,α)2+4 2650 log ft = 5.79 (β− from 1+), (e,e′), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t),

(3He,d), (3He,α), (α,t)6−1 2773 M1/E2→ 5−

1 : δ = 0.02, (n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t),(3He,α) (α,tγ), (α,2nγ)

4+3 2801 log ft = 5.168 (β− from 5+), log ft = 7.02 (EC from 3+), (e,e′), (n,γ),

(n,n′γ), (p,p′), (pol p,p’), (p,t), (d,p), (d,t), (3He,d), (3He,α) (α, α′),(α,t), (α,tγ), (α,2nγ)

2+5 2844 log ft = 5.81 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,t), (3He,d),

(3He,α), (α,t)





Ref. p. 5–167]116

50Sn

665–13



7−1 2909 0.5 ns B(M1→ 6−

1 ) = 0.006 W.u., B(E2→ 6−1 ) < 1.1 W.u. (δ = −0.04),

B(E2→ 5−1 ) = 0.4 W.u., log ft = 5.0 (EC from 8−), (e,e′), (n,n′γ),

(p,p′), (pol p,p’), (d,t), (3He,d), (3He,α), (α,t)2+6 2960 log ft = 6.35 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t), (3He,α)3+1 2996 log ft = 7.28 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,t), (3He,d),

(3He,α), (α,t)6+1 3033 (n,n′γ), (α,tγ), (α,2nγ)4+4 3046 log ft = 4.972 (β− from 5+), log ft = 7.55 (EC from 3+), (e,e′), (n,γ),

(n,n′γ), (p,p′), (pol p,p’), (p,d), (p,t), (d,d′), (d,t), (3He,d), (3He,α),(α,t), (α,tγ)

2+7 3089 log ft = 6.66 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,p)4+5 3097 log ft = 5.67 (β− from 5+), (n,n′γ), (pol p,p’), (d,p), (d,t), (3He,d),

(3He,α), (α,t), (α,tγ)5−2 3105 (n,γ), (n,n′γ) (p,p′), (pol p,p’), (d,p), (α,tγ), (α,2nγ)3+2 3180 log ft = 7.34 (EC from 3+), (n,γ), (n,n′γ), (d,p), (d,d′), (d,t), (3He,d),

(α,t), (3He,α)3−2 3184 (p,p′), (d,d′)0+4 3194 (n,γ), (n,n′γ), (p,p′)7−2 3210 < 0.5 ns B(E2→ 5−

1 ) > 0.060 W.u., log ft = 5.55 (EC from 8−), (e,e′),(pol p,p’), (n,n′γ), (α,tγ), (α,2nγ)

8−1 3228.0 M1/E2→ 7−

1 : δ = 0.11, log ft = 7.33 (EC from 8−), (α,tγ), (α,2nγ)2+8 3228.1 log ft = 7.01 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,d′), (d,t), (3He,α)0+5 3236 (n,γ), (n,n′γ)6+2 3278 (n,n′γ), (p,p′), (3He,d), (α,t) (α,tγ), (α,2nγ)6−2 3309 (n,n′γ)3+3 3315 (n,γ), (n,n′γ), (d,t), (3He,α)2+9 3344 (n,γ), (n,n′γ), (d,p), (d,d′)3+4 3371 log ft = 6.98 (EC from 3+), (n,γ), (n,n′γ)3+5 3380 (p,p′), (d,t), (3He,d), (3He,α), (α,t), (α,tγ)2+10 3416 log ft = 6.79 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,t),

(3He,α)4−1 3428 (n,γ), (n,n′γ)2+11 3470 (n,γ), (n,n′γ), (p,p′), (d,t), (3He,α)8+1 3493 (α,tγ), (α,2nγ)2+12 3508 (n,γ), (n,n′γ)4+6 3510 (p,p′)9−1 3523 M1/E2→ 8−

1 : δ = 0.13, log ft = 7.58 (EC from 8−), (p,p′), (pol p,p’),(α,tγ) (α,2nγ)

10+1 3547 833 ns B(E2→ 8+

1 ) = 0.6 W.u., B(M2→ 8−1 ) = 0.35 W.u., µ = −2.326 µn,

Q = +0.50 barn, (α,2nγ)2+13 3587 log ft = 6.55 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,d′), (d,t), (3He,α)3+6 3594 log ft = 6.73 (EC from 3+), (n,γ), (n,n′γ), (d,t), (3He,α)2+14 3616 (n,n′γ), (d,t), (3He,α)4+7 3625 (n,n′γ), (p,p′)2+15 3658 (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (3He,d), (α,t)3+7 3707 (n,n′γ), (d,t), (3He,α)8+2 3712 (α,tγ), (α,2nγ)3+8 3739 (p,d), (d,t), (3He,d), (3He,α), (α,t), (α,tγ)1+2 3777 (n,γ), (n,n′γ), (p,p′), (d,t),(3He,α)





5–14116

50Sn

66[Ref. p. 5–167



2+16 3806 (n,γ), (n,n′γ), (p,p′), (d,p)5+1 3887 (3He,d), (α,t), (α,tγ)2+17 3904 log ft = 7.8 (EC from 3+), (n,γ), (n,n′γ)2+18 3917 (n,γ), (n,n′γ), (p,p′)2+19 3953 (n,γ), (n,n′γ), (p,p′), (p,d), (d,t), (3He,d), (3He,α), (α,t)2+20 4013 (n,γ), (n,n′γ), (p,p′), (pol p,p’), (p,t), (3He,d), (α,t)5+2 4023 (p,p′), (3He,d), (α,t), (α,tγ)2+21 4171 (n,γ), (n,n′γ), (p,p′), (3He,d), (α,t)2+22 4238 (n,γ), (n,n′γ)10+

2 4506 (α,2nγ)7+1 4765 (3He,d), (α,t), (α,tγ)12+

1 5390 (α,2nγ)





Ref. p. 5–167]117

50Sn

675–15

1/2+1 0

3/2+1 159

?

11/2−1 315

?

?

7/2+1 712

?

?

3/2+2 1005

?

?

5/2+1 1020

?

?

5/2+2 1180

?

?

5/2+3 1446

?

?



[keV] Refs. [92B1, 97A, 99BNL]

1/2+1 0 stable log ft = 6.71 (β− from 1/2−), µ = −1.001 µn, Coul.ex., (γ, γ′),

(e,e′p), (n,γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (d,pγ), (3He,α),(α, α′), (α,3He), (α,nγ), (α,3nγ)

3/2+1 159 0.279 ns B(M1/E2→ 1/2+

1 ) = 0.0171/0.091 W.u. (δ = 0.0133),log ft = 6.83 (β− from 1/2−), log ft = 4.857 (EC from 5/2+),µ = +0.658 µn, Coul.ex., (γ, γ′), (n,γ), (p,p′), (p,d), (p,t), (d,p), (d,t),(d,pγ), (3He,α), (α,3He), (α,nγ), (α,3nγ)

11/2−1 315 13.60 d B(M4→ 3/2+

1 ) = 5.1 W.u., B(E5→ 1/2+1 ) = 0.045 W.u.,

log ft ≈ 7.8 (β− from 9/2+), µ = −1.396 µn, Q = −0.42 barn, (n,γ),(p,p′), (p,d), (p,t), (d,p), (d,t), (d,pγ), (3He,α), (α,3He), (α,nγ),(α,3nγ)

7/2+1 712 980 ps B(M2→ 11/2−

1 ) = 0.233 W.u., B(E2→ 3/2+1 ) = 0.326 W.u.,

log ft = 4.41 (β− from 9/2+), log ft = 7.55 (EC from 5/2+), (n,γ),(p,p′), (p,d), (p,t), (d,p), (d,t), (d,pγ), (3He,α), (α,3He), (α,nγ),(α,3nγ)

3/2+2 1005 1.32 ps B(M1/E2→ 3/2+

1 ) = 0.0095/0.17 W.u. (δ = 0.13),B(M1/E2→ 1/2+

1 ) = 1.9× 10−5/8 W.u. (δ = −24+6−10),

log ft = 9.05 (β− from 1/2−), log ft = 6.75 (EC from 5/2+),Coul.ex., (n,γ), (p,p′), (p,t), (d,pγ), (α,nγ)

5/2+1 1020 0.46 ps B(M1/E2→ 3/2+

1 ) = 0.055/1.32 W.u. (δ = −0.154),B(E2→ 1/2+

1 ) = 6 W.u., log ft = 8.53 (β− from 1/2−),log ft = 6.54 (EC from 5/2+), Coul.ex., (n,γ), (p,p′), (p,d), (d,p),(d,t), (d,pγ), (3He,α), (α,3He), (α,nγ)

5/2+2 1180 < 0.4 ps B(M1→ 3/2+

1 ) > 0.033 W.u., B(E2→ 3/2+1 ) > 5.9 W.u. (δ = 0.58),

log ft = 6.88 (EC from 5/2+), Coul.ex., (n,γ), (p,p′), (p,t), (d,p),(d,t), (d,pγ), (3He,α), (α,nγ)

5/2+3 1446 0.42 ps B(M1/E2→ 3/2+

1 ) = 0.0102/0.17 W.u. (δ = −0.19),B(E2→ 1/2+

1 ) = 3.53 W.u., log ft = 6.41 (EC from 5/2+), Coul.ex.,(n,γ), (p,p′), (p,t), (d,pγ), (α,nγ)

1/2+2 2079 (p,d)

1/2+3 2400 (p,p′), (p,d)





5–16118

50Sn

68[Ref. p. 5–167

0+1 0

2+1 1230

?

0+2 1758

?

?

2+2 2043

?

?

?

0+3 2057

?

?

?

4+1 2280

?

?

5−1 2321

?

?

3−1 2325

?

?

2+3 2328

?

?

?

2+4 2403

?

?

4+2 24084+3 2489

?

?

?

0+4 2497

?

?

7−1 2575

?

2+5 25772+6 2677

?

?

4+4 2734

?

1+1 2738

?

?

4−1 2774

?

?

2+7 2904

?

?

4+5 2963

?

?

?

?

?

?

?

4+6 29726+1 2999

?

?

0+5 30202+8 3057

?

?

0+6 3137

?

4+7 3159

?

?

2+9 3228

?

3+1 3263

?

2+10 3309

?

?

2+11 3356

?

?

4+8 3375

?

?

?

?

?

3+2 3386

?

3+3 3427

?

?

4+9 3460

?

?

?

?

?

4+10 3593

?

?

?

?

2+12 35974+11 3674

?

?

8+1 3692

?

4+12 3705

?

?

?

?

?

4+13 3773

3−2 4798

3−3 5400

3−4 69001−1 6988

?

?

?

?



Ref. p. 5–167]118

50Sn

685–17


[keV] Refs. [89S2, 95K, 97A, 99BNL]

0+1 0 stable log ft = 4.79 (β− from 1+), log ft = 4.525 (EC from 1+), Coul.ex.,

(γ, γ′), (e,e′), (n,γ), (n,n′), (n,n′γ), (p,p′), (p,d), (p,t), (p,p′γ), (d,p),(d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,n), (3He,3He′), (α, α′), (α,2nγ),(7Li,p4nγ)

2+1 1230 0.485 ps B(E2→ 0+

1 ) = 12.1 W.u., log ft = 5.63 (β− from 1+),log ft = 5.79 (EC from 1+), µ = +0.04 µn, Q = −0.05 barn,Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′), (n,n′γ), (p,p′), (p,d), (p,t),(p,p′γ), (d,p), (d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,3He′), (α, α′),(α,2nγ), (7Li,p4nγ)

0+2 1758 21 ps B(E2→ 2+

1 ) = 19 W.u., log ft = 5.98 (β− from 1+),log ft = 5.69 (EC from 1+), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d),(p,t), (p,p′γ), (d,p), (d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,n),(3He,3He’), (α, α′)

2+2 2043 2.9 ps B(E2→ 0+

2 ) = 39 W.u., B(E2→ 0+1 ) = 0.075 W.u.,

B(M1/E2→ 2+1 ) = 0.00112/6.9 W.u. (δ = −2.34),

log ft = 6.15 (β− from 1+), log ft = 6.84 (EC from 1+), Coul.ex.,(n,γ), (n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (3He,3He′), (α, α′),(α,2nγ), (7Li,p4nγ)

0+3 2057 < 200 ps B(E2→ 2+

1 ) > 0.21 W.u., log ft = 7.1 (β− from 1+),log ft = 5.59 (EC from 1+), Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (p,p′),(p,d), (p,p′γ) (d,p), (d,t), (d,6Li), (t,p), (t,d)

4+1 2280 0.76 ps B(E2→ 2+

2 ) = 14 W.u., B(E2→ 2+1 ) = 17 W.u.,

log ft = 5.83 (β− from 5+), Coul.ex., (e,e′), (n,n′γ), (p,p′), (p,d),(p,t), (p,p′γ), (d,p), (d,t), (d,6Li), (t,p), (t,d), (α,2nγ), (7Li,p4nγ)

5−1 2321 21.7 ns B(E1→ 4+

1 ) = 5.7× 10−5 W.u., B(E3→ 2+1 ) = 1.32 W.u.,

µ = −0.300 µn, Q = +0.16 barn, (n,n′γ), (p,p′), (p,p′γ), (d,6Li),(t,p), (α,2nγ), (7Li,p4nγ)

3−1 2325 0.19 ps B(E1/M2→ 2+

1 ) = 0.00111/2.9 W.u. (δ = 0.026),B(E3→ 0+

1 ) = 20.4 W.u., log ft = (β− from 1+), Coul.ex., (e,e′),(n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (t,p), (3He,3He’), (α, α′)

2+3 2328 > 0.2 ps B(M1→ 2+

1 ) < 0.033 W.u., B(E2→ 2+1 ) < 20 W.u.,

log ft = 6.4 (β− from 1+), log ft = 6.07 (EC from 1+), (γ, γ′), (n,γ),(n,n′), (n,n′γ), (p,p′), (p,d), (p,p′γ), (d,p), (d,t), (d,6Li), (t,d)

2+4 2403 0.18 ps B(M1/E2→ 2+

1 ) = 0.035/22 W.u. (δ = 1.07),log ft = 5.7 (β− from 1+), log ft = 6.3 (EC from 1+), Coul.ex., (n,γ),(n,n′γ), (p,p′), (p,p′γ) (d,6Li),

4+2 2408 (d,p), (d,6Li), (t,p), (t,d)4+3 2489 > 0.55 ps log ft = 6.058 (β− from 5+), Coul.ex., (e,e′), (n,n′γ), (p,p′), (p,d),

(p,t), (p,p′γ), (d,d′), (d,t), (d,6Li), (t,p), (3He,3He′), (α, α′), (α,2nγ),(7Li,p4nγ)

0+4 2497 log ft = 5.18 (EC from 1+), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d),

(p,t), (p,p′γ), (d,p), (d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,3He’),(α, α′)

7−1 2575 230 ns B(E2→ 5−

1 ) = 0.064 W.u., log ft = 5.38 (β− from 8−),log ft = 4.95 (EC from 8−), µ = −0.689 µn, Q = +0.32 barn, (n,n′γ),(p,p′), (p,p′γ) (d,6Li), (t,p), (α,2nγ), (7Li,p4nγ)

2+5 2577 (d,p), (d,6Li) (t,d)2+6 2677 > 0.28 ps B(M1→ 2+

1 ) < 0.0019 W.u., B(E2→ 2+1 ) < 3.7 W.u. (δ = +2.46),

B(E2→ 0+1 ) < 0.23 W.u., log ft = 6.2 (EC from 1+), (n,γ), (n,n′γ),

(p,p′), (p,t), (p,p′γ), (d,p), (d,6Li), (t,d)






5–18118

50Sn

68[Ref. p. 5–167


[keV] Refs. [89S2, 95K, 97A, 99BNL]

4+4 2734 0.5 ps B(E2→ 2+

1 ) = 4W.u., log ft = 6.9 (β− from 5+), (e,e′), (n,γ), (n,n′γ),(p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (t,p), (3He,3He’), (α, α′), (α,2nγ),(7Li,p4nγ)

1+1 2738 0.19 ps B(M1/E2→ 2+

1 ) = 0.015/3 W.u. (δ = −0.8+0.9−0.5),

B(M1→ 0+1 ) = 0.0014 W.u., (e,e′), (n,n′γ), (p,d), (p,t), (d,p), (d,t),

(t,p), (t,d)4−1 2774 M1/E2→ 3−

1 : δ = 0.010, M1/E2→ 5−1 : δ = 0.092, (n,n′γ), (p,p′),

(p,p′γ), (d,p), (t,d)2+7 2904 0.077 ps B(E2→ 0+

1 ) = 0.76 W.u., (n,γ), (n,n′γ), (p,p′), (p,t), (p,p′γ), (d,p),(d,6Li), (t,p), (t,d)

4+5 2963 M1/E2→ 4+

1 : δ = 0.09, log ft = 4.712 (β− from 5+), (e,e′), (n,n′γ),(p,t), (d,p), (t,p), (t,d)

4+6 2972 (e,e′), (p,p′), (p,t), (p,p′γ) (d,p), (d,d′), (t,d), (3He,3He′), (α, α′)6+1 2999 log ft = 7.17 (β− from 5+), (n,n′γ), (α,2nγ), (7Li,p4nγ)0+5 3020 (d,p), (t,d), (3He,n)2+8 3057 0.11 ps B(M1/E2→ 2+

1 ) = 0.003/0.7 W.u., B(E2→ 0+1 ) = 0.46 W.u., (e,e′),

(n,n′γ), (p,p′), (p,p′γ), (d,p), (d,d′), (t,p), (t,d), (3He,3He’), (α, α′)0+6 3137 log ft = 5.45 (β− from 1+), log ft = 5.52 (EC from 1+), (n,n′γ),

(p,p′), (p,p′γ), (d,p), (t,p), (t,d)4+7 3159 log ft = 7.25 (β− from 5+)2+9 3228 0.15 ps B(E2→ 0+

1 ) = 0.3 W.u., (n,n′γ)3+1 3263 M1/E2→ 2+

2 : δ = 0.14, (n,n′γ), (p,d), (d,p), (d,t), (t,d)2+10 3309 (n,n′γ), (p,p′), (p,p′γ), (d,d′), (3He,3He′), (α, α′)2+11 3356 (n,n′γ), (t,p)4+8 3375 log ft = 5.78 (β− from 5+), (t,p)3+2 3386 (n,n′γ), (p,p′), (p,p′γ), (d,p), (t,d)3+3 3427 (n,n′γ), (p,p′), (p,d), (p,p′γ), (d,p), (d,t), (t,d)4+9 3460 log ft = 5.87 (β− from 5+), (n,n′γ), (p,p′), (p,p′γ)4+10 3593 log ft = 5.79 (β− from 5+), (t,p)2+12 3597 (p,p′), (p,p′γ), (d,p), (t,d)4+11 3674 (n,n′γ), (p,p′), (p,d), (p,p′γ), (d,p), (d,t), (t,d)8+1 3692 (α,2nγ), (7Li,p4nγ)4+12 3705 log ft = 5.89 (β− from 5+), (d,d′), (3He,3He′), (α, α′)4+13 3773 (p,p′), (p,p′γ)3−2 4798 (d,p), (d,d′), (t,d), (3He,3He′), (α, α′)3−3 5400 (d,d′), (3He,3He′), (α, α′)3−4 6900 (d,d′), (3He,3He′), (α, α′)1−1 6988 2.9 fs B(E1→ 0+

1 ) = 2.3× 10−6 W.u., (γ, γ′)






Ref. p. 5–167]119

50Sn

695–19

1/2+1 0

3/2+1 24

?

11/2−1 90

?

7/2+1 787

?

?

3/2+2 920

?

?

5/2+1 921

?

?

7/2−1 1062

?

5/2+2 1089

?

?

1/2+2 1250

?

?

5/2+3 1355

?

?

?

1/2+3 2130

?



[keV] Refs. [92K, 97A, 99BNL]

1/2+1 0 stable log ft ≈ 6.2 (β− from 1/2−), µ = −1.047 µn, Coul.ex., (n,γ), (p,p′),

(p,d), (d,p), (d,d′), (d,t), (d,pγ), (t,d), (3He,α), (α, α′), (α,nγ)3/2+

1 24 18.03 ns B(M1→ 1/2+1 ) = 0.0144 W.u., B(E2→ 1/2+

1 ) < 0.67 W.u.(δ = 0.006), log ft = 5.048 (EC from 5/2+), µ = +0.633 µn,Q = +0.094 barn, Coul.ex., (n,γ), (p,d), (d,p), (d,t), (d,pγ), (t,d),(3He,α) (α,nγ)

11/2−1 90 293.1 d log ft > 5.9 (β− from 9/2+), µ = −1.4 µn, Q = +0.21 barn, (n,γ),

(p,d), (d,p), (d,t), (d,pγ), (t,d), (3He,α), (α,nγ)7/2+

1 787 0.19 ns B(M2→ 11/2−1 ) = 0.2 W.u., B(E2→ 3/2+

1 ) = 0.33 W.u.,log ft = 4.36 (β− from 9/2+), (n,γ), (p,p′), (p,d), (d,p), (d,t), (d,pγ),(3He,α), (α,nγ)

3/2+2 920 1.6 ps B(M1→ 3/2+

1 ) = 0.005 W.u., B(M1/E2→ 1/2+1 ) = 0.00013/11 W.u.

(δ = −10), log ft ≈ 9.0 (β− from 1/2−), Coul.ex., (n,γ), (p,p′), (p,d),(d,p), (d,d′), (d,t), (d,pγ), (3He,α), (α, α′), (α,nγ)

5/2+1 921 1.2 ps B(E2→ 3/2+

1 ) = 17 W.u., B(E2→ 1/2+1 ) = 4.9 W.u.,

log ft ≈ 10.11u (β− from 1/2−), Coul.ex., (n,γ), (p,p′), (p,d), (d,p),(d,d′), (d,t), (d,pγ), (3He,α), (α, α′), (α,nγ)

7/2−1 1062 (n,γ), (d,p), (d,pγ), (α,nγ)

5/2+2 1089 0.21 ps B(M1/E2→ 3/2+

1 ) = 0.08/3.4 W.u. (δ = 0.26),B(E2→ 1/2+

1 ) = 3 W.u., log ft ≈ 8.91u (β− from 1/2−), Coul.ex.,(n,γ), (p,p′), (p,d), (d,p), (d,t), (d,pγ), (3He,α), (α,nγ)

1/2+2 1250 log ft = 8.1 (β− from 1/2−), (n,γ), (p,p′), (p,d), (d,p), (d,t), (d,pγ),

(3He,α)5/2+

3 1355 0.42 ps B(M1→ 3/2+2 ) = 0.04 W.u., B(M1/E2→ 3/2+

1 ) = 0.02/0.8 W.u.(δ = −0.31), B(E2→ 1/2+

1 ) = 2.7 W.u., log ft ≈ 9.2 (β− from 1/2−),Coul.ex., (n,γ), (p,p′), (p,d), (d,p), (d,d′) (d,pγ), (3He,α), (α, α′)

1/2+3 2130 (n,γ), (p,p′), (p,d), (d,p)





5–20120

50Sn

70[Ref. p. 5–167

0+1 0

2+1 1171

?

0+2 1875

?

2+2 2097

?

?

0+3 2159

?

4+1 2194

?

5−1 2284

?

?

2+3 2355

?

?

3−1 2400

?

?

7−1 2482

?

0+4 2587

?

4+2 2644

?

?

2+4 27212+5 29384+3 3058

?

?

?

?

4+4 3179

?

?

4+5 3778

?



[keV] Refs. [87H1, 97A, 99BNL]

0+1 0 stable log ft = 5.0 (β− from 1+), log ft = 4.525 (β+ from 1+) Coul.ex.,

(γ, γ′), (µ−,nγ), (n,n′γ), (p,p′γ), (d,6Li), (t,d)2+1 1171 0.642 ps B(E2→ 0+

1 ) = 16.9 W.u., log ft = 5.2 (β− from 1+),log ft = 7.1 (β− from (3, 4, 5)+), log ft = 5.610 (β+ from 1+),µ = −0.07 µn, Q = +0.09 barn, Coul.ex., (γ, γ′), (µ−,nγ), (n,n′γ),(p,p′γ), (d,6Li), (t,d)

0+2 1875 7.4 ps B(E2→ 2+

1 ) = 18.6 W.u., log ft = 5.9 (β− from 1+),log ft = 6.05 (β+ from 1+), Coul.ex., (n,n′γ), (p,p′γ), (d,6Li), (t,d)

2+2 2097 1.3 ps B(M1/E2→ 2+

1 ) = 0.0037/6.0 W.u. (δ = −1.43),B(E2→ 0+

1 ) = 0.22 W.u., log ft = 6.3 (β− from 1+),log ft = 7.0 (β− from (3, 4, 5)+), Coul.ex., (p,p′γ), (d,3He), (d,6Li)

0+3 2159 > 4 ps log ft = 6.8 (β− from 1+), log ft = 6.03 (β− from (3, 4, 5)+),

log ft = 6.03 (β+ from 1+), Coul.ex., (n,n′γ), (p,p′γ), (d,6Li), (t,d)4+1 2194 1.4 ps B(E2→ 2+

1 ) = 14.8 W.u., log ft = 5.8 (β− from (3, 4, 5)+), Coul.ex.,(n,n′γ), (p,p′γ), (d,6Li)

5−1 2284 5.55 ns B(E1→ 4+

1 ) = 5.5× 10−5 W.u., B(E3→ 2+1 ) = 0.99 W.u.,

µ = −0.37 µn, Q = +0.021 barn, (n,n′γ), (d,6Li)2+3 2355 log ft = 5.8 (β− from 1+), log ft = 6.7 (β− from (3, 4, 5)+), (γ, γ′),

(n,n′γ), (p,p′γ), (d,6Li)3−1 2400 Coul.ex., (p,p′γ), (d,6Li), (3He,3He′)7−1 2482 11.8 µs B(E2→ 5−

1 ) = 0.004 W.u., log ft = 5.9 (β− from (8−)),log ft = 4.6 (EC from 8−), (n,n′γ), (p,p′), (d,6Li)

0+4 2587 (n,n′γ), (d,6Li), (t,d)4+2 2644 log ft = 6.3 (β− from (3, 4, 5)+), (p,p′), (n,n′γ), (d,6Li)2+4 2721 (d,6Li)2+5 2938 (p,p′)4+3 3058 log ft = 4.8 (β− from (3, 4, 5)+), (n,n′γ), (p,p′)4+4 3179 log ft = 5.2 (β− from (3, 4, 5)+), (α, α′)4+5 3778 log ft = 5.5 (β− from (3, 4, 5)+), (p,p′)2+6 3840 (p,p′)





Ref. p. 5–167]121

50Sn

715–21

3/2+1 0

11/2−1 6

?

1/2+1 60

?

7/2+1 926

?

?

5/2+1 1120

?

?

5/2+2 1432

1/2+2 1912

?

1/2+3 1960

?



[keV] Refs. [91T, 97A, 99BNL]

3/2+1 0 27.06 h log ft = 6.7 (β− from 1/2−), µ = +0.6978 µn, Q = −0.02 barn, (n,γ),

(p,d), (d,p), (d,pγ), (t,p), (t,d)11/2−

1 6 55 y B(M4→ 3/2+1 ) = 4.5 W.u., µ = −1.3877 µn, Q = −0.14 barn, (n,γ),

(p,d), (d,p), (d,pγ),1/2+

1 60 log ft = 6.22 (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (t,p), (t,d)7/2+

1 926 0.25 ns B(M2 → 7/2+1 ) = 0.32 W.u., B(E2 → 3/2+

1 ) = 0.081 W.u.,log ft = 4.33 (β− from 9/2+), (n,γ), (p,d), (d,p), (d,pγ), (t,d)

5/2+1 1120 log ft = 8.971u (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (t,p), (t,d)

5/2+2 1432 (t,p)

1/2+2 1912 (n,γ), (p,d), (t,p), (t,d)

1/2+3 1960 (n,γ), (p,d), (t,p), (t,d)

1/2+4 2280 (p,d)

7/2−1 2589 (n,γ), (d,p), (t,p), (t,d)

7/2−2 2700 (p,d), (d,p), (t,p), (t,d)

7/2−3 3326 (d,p), (t,p), (t,d)

3/2−1 3680 (n,γ), (d,p), (t,d)





5–22122

50Sn

72[Ref. p. 5–167

0+1 0

2+1 1141

?

0+2 2088

?

4+1 2142

?

2+2 2154

?

?

5−1 2246

?

?

4+2 2331

?

7−1 2409

?

2+3 2416

?

?

?

3−1 2493

?

?

6+1 2556

?

8+1 2690

?

5−2 27502+4 2776

?

?

?

10+1 2780

4+3 2973

?

?

?

2+5 3129

?

?

4+4 3234

?

?

?

?

?

?

?

4+5 3306

?

?

?

?

?

?

?

3−2 3364

?

4+6 3627

?

?

?

?

4+7 3670

?

?

?

?

?

4+8 3841

?

?

4+9 3882

?

?

?

?

Jπn Sn = 8814 keV, Sp = 11396 keV, ∆ = = −89945 keV E [keV]


Ref. p. 5–167]122

50Sn

725–23


[keV] Refs. [94T2, 97A, 99BNL]

0+1 0 stable log ft = 5.11 (β− from 1+), log ft = 9.01u (EC from 2−),

µ = −0.14 µn, Q = −0.28 barn, Coul.ex., (n,n′), (n,n′γ), (p,p′), (p,t),(p,p′γ), (d,6Li), (d,d′), (t,α), (α, α′)

2+1 1141 0.76 ps B(E2→ 0+

1 ) = 10.7 W.u., log ft = 5.36 (β− from 1+),log ft = 7.26 (EC from 2−), Coul.ex., (n,n′), (n,n′γ), (p,p′), (p,t),(p,p′γ), (d,6Li), (d,d′), (t,α), (α, α′)

0+2 2088 > 0.277 ps B(E2→ 2+

1 ) < 6.1 W.u., log ft = 6.49 (β− from 1+), Coul.ex., (n,n′γ),(p,p′), (p,t), (p,p′γ)

4+1 2142 1.56 ps B(E2→ 2+

1 ) = 10 W.u., log ft = 5.93 (β− from 5+), Coul.ex., (n,n′γ),(p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (t,α), (α, α′)

2+2 2154 0.69 ps M1/E2→ 2+

2 : δ = +4.0+1.9−1.0, log ft = 5.71 (β− from 1+), (n,n′γ),

(p,t), (d,d′), (α, α′)5−1 2246 7.9 ns B(E1→ 4+

1 ) = 2.7 × 10−5 W.u., B(E3→ 2+1 ) = 0.8 W.u., (n,n′γ),

(p,p′), (p,t), (d,d′), (d,6Li), (α, α′)4+2 2331 0.83 ps B(E2→ 2+

1 ) < 6 W.u., log ft = 6.7 (β− from 5+), Coul.ex., (n,n′γ),(p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (α, α′)

7−1 2409 7.5 µs B(E2→ 5−

1 ) = 0.0146 W.u., (p,p′), (d,6Li)2+3 2416 0.33 ps log ft = 6.13 (β− from 1+), log ft = 6.66 (β− from 5+), Coul.ex.,

(n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (α, α′)3−1 2493 0.079 ps log ft = 7.941u (β− from 1+), log ft = 6.99 (β− from 5+), Coul.ex.,

(n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (α, α′)6+1 2556 log ft = 6.64 (β− from 5+), (n,n′γ), (p,p′), (p,t), (d,6Li)8+1 2690 log ft = 6.42 (β− from 8−), (n,n′γ), (p,p′), (p,t), (d,6Li)5−2 2750 (p,p′), (p,t), (d,6Li)2+4 2776 0.62 ps log ft = 5.98 (β− from 1+), log ft = 7.3 (β− from 5+), (n,n′γ)10+

1 2780 (p,p′), (p,t)4+3 2973 log ft = 5.51 (β− from 5+), (n,n′γ), (p,p′)2+5 3129 0.043 ps (n,n′γ), (p,p′), (d,d′), (α, α′)4+4 3234 log ft = 5.21 (β− from 5+), (p,p′)4+5 3306 log ft = 4.85 (β− from 5+), (p,p′), (d,6Li)3−2 3364 (p,p′), (n,n′γ)4+6 3627 log ft = 6.05 (β− from 5+), (p,p′)4+7 3670 log ft = 5.75 (β− from 5+)4+8 3841 log ft = 5.76 (β− from 5+), (p,p′), (d,d′), (α, α′)4+9 3882 log ft = 5.44 (β− from 5+), (p,p′), (t,α)





5–24123

50Sn

73[Ref. p. 5–167

11/2−1 0

3/2+1 25

1/2+1 150

?

5/2+1 899

7/2−1 931

?

7/2+1 1155

?

?

?

5/2+2 1194

?

5/2+3 1489

?

1/2+2 2425

1/2+3 2621

?

?

7/2−2 2726

7/2−3 3152

?



[keV] Refs. [93O, 97A, 99BNL]

11/2−1 0 129.2 d log ft = 6.18 (β− from 9/2+), µ = −1.37 µn, Q = +0.03 barn, (n,γ),

(p,d), (d,p), (d,pγ), (d,t), (α,3He)3/2+

1 25 40.06 m log ft ≈ 6.2 (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (d,t)1/2+

1 150 log ft ≈ 6.2 (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (d,t)5/2+

1 899 (p,d)7/2−

1 931 log ft = 7.2 (β− from 9/2+), (n,γ), (d,p), (d,pγ), (d,t)7/2+

1 1155 < 0.1 ns log ft = 4.47 (β− from 9/2+), (d,p), (d,t)5/2+

2 1194 log ft = 9.841u (β− from 1/2−), (n,γ), (d,p), (d,pγ), (d,t)5/2+

3 1489 (p,d), (d,p), (d,pγ), (d,t)1/2+

2 2425 (p,d), (d,p), (d,t)1/2+

3 2621 log ft = 7.60 (β− from 1/2−), (p,d), (n,γ)7/2−

2 2726 (d,p)7/2−

3 3152 log ft = 6.92 (β− from 1/2−), (p,d), (d,p)





Ref. p. 5–167]124

50Sn

745–25

0+1 0

2+1 1132

?

4+1 2102

?

5−1 21092+2 2130

?

?

5−2 2205

?

?

4+2 2222

?

7−1 2325

?

2+3 2426

?

?

6+1 2454

?

?

6−1 2568

?

?

3−1 2602

?

4−1 2614

?

5−3 2702

?

?

2+4 2703

?

?

?

4−2 2753

?

?

3+1 2837

?

?

?

?

6−2 2855

?

2+5 2875

?

?

3−2 2988

?

?

?

?

4+3 3144

?

?

2+6 3214

?

?

2+7 3264

?

4+4 33604+5 3414

2+8 3584

?

?

?

2+9 3710

?

?

2+10 3762

?

?

2+11 3911

?

2+12 3917

?

?

?

?

?

?

?

?

4+6 3923

2+13 4156

?

?



5–26124

50Sn

74[Ref. p. 5–167


[keV] Refs. [97I, 97A, 99BNL]

0+1 0 stable Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (d,6Li), (t,p),

(3He,3He′), (α, α′)2+1 1132 0.92 ps B(E2→ 0+

1 ) = 9.0 W.u., log ft = 5.92 (β− from 3+), µ = −0.30 µn,Q = −0.01 barn, Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′), (p,p′γ),(d,d′), (d,6Li), (t,p), (3He,3He′), (α, α′)

4+1 2102 3.7 ps B(E2→ 2+

1 ) = 4.8 W.u., log ft = 6.51 (β− from 3+), Coul.ex., (e,e′),(n,n′γ), (p,p′), (d,6Li)

5−1 2109 (t,p)2+2 2130 0.8 ps B(M1/E2→ 2+

1 ) = 0.0021/17 W.u., (δ = +3.4),B(E2→ 0+

1 ) = 0.012 W.u., log ft = 5.63 (β− from 3+),Coul.ex., (n,n′γ), (p,p′), (d,d′), (d,6Li)

5−2 2205 0.27 µs B(E1→ 4+

1 ) = 4.4 × 10−7 W.u., B(E3→ 2+1 ) = 1.3 W.u., (n,n′γ),

(p,p′), (d,d′), (d,6Li), (t,p)4+2 2222 0.9 ps B(E2→ 2+

1 ) = 11 W.u., log ft = 6.89 (β− from 3+), (n,n′γ), (p,p′)7−1 2325 3.1 µs B(E2→ 5−

2 ) = 0.107 W.u., (n,n′γ), (p,p′), (d,6Li), (t,p)2+3 2426 0.35 ps B(M1/E2→ 2+

1 ) = 0.010/0.18 W.u., (δ = −0.21),B(E2→ 0+

1 ) = 0.34 W.u., log ft = 6.51 (β− from 3+),Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (d,d′), (d,6Li), (t,p)

6+1 2454 E1/(M2)→ 5−

2 : δ = +0.05, (n,n′γ), (d,6Li)6−1 2568 M1/(E2)→ 7−

1 : δ = +0.01, M1/(E2)→ 5−2 : δ = +0.01,

log ft > 6.3 (β− from (< 8−)), (n,n′γ)3−1 2602 0.068 ps B(E1/M2→ 2+

1 ) = 0.00125/7 W.u., (δ = +0.05),log ft = 6.7 (β− from 3+), Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′),(d,6Li), (t,p), (α, α′)

4−1 2614 M1/(E2)→ 5−

2 : δ = +0.02, (n,n′γ), (d,6Li)5−3 2702 M1/(E2)→ 5−

2 : δ = −0.01, (n,n′γ), (d,6Li)2+4 2703 0.4 ps B(E2→ 4+

1 ) = 17 W.u., B(E2→ 0+1 ) = 0.05 W.u.,

B(M1/E2→ 2+1 ) = 0.010/0.22 W.u., (δ = −0.27),

log ft = 6.42 (β− from 3+), (n,n′γ), (d,6Li)4−2 2753 M1/E2→ 5−

2 : δ = −0.46, (n,n′γ)3+1 2837 > 0.28 ps M1/E2→ 2+

2 : δ = +2.1, (M1/E2)→ 4+1 : δ = −0.94,

(M1/E2)→ 2+1 : δ = +1.5, log ft = 6.06 (β− from 3+), (n,n′γ), (d,d′)

6−2 2855 M1/(E2)→ 5−

2 : δ = +0.02, (n,n′γ)2+5 2875 0.13 ps B(M1/E2→ 2+

1 ) = 0.0009/6 W.u., (δ = +5.6),B(E2→ 0+

1 ) = 0.07 W.u., log ft = 6.78 (β− from 3+), (n,n′γ), (p,p′),(d,6Li)

3−2 2988 > 0.55 ps (M1/E2)→ 4−

2 : δ = −0.07, M1/E2→ 3−1 : δ = +1.7,

E1/(M2)→ 2+1 : δ = −0.02, (n,n′γ), (p,p′), (d,d′)

4+3 3144 0.11 ps B(E2→ 2+

3 ) = 400 W.u., B(E2→ 2+1 ) = 2.1 W.u., (n,n′γ), (p,p′)

2+6 3214 0.025 ps B(M1/E2→ 2+

1 ) = 0.006/1.4 W.u., (δ = +1.2),B(E2→ 0+

1 ) = 1.5 W.u., log ft = 5.04 (β− from 3+), (γ, γ′), (n,n′γ),(p,p′), (d,d′)

2+7 3264 0.19 ps B(E2→ 0+

1 ) = 0.22 W.u., log ft = 6.30 (β− from 3+), (n,n′γ), (p,p′)4+4 3360 (p,p′), (t,p)4+5 3414 (p,p′), (t,p), (α, α′)2+8 3584 (n,n′γ), (p,p′)2+9 3710 0.030 ps B(E2→ 0+

1 ) = 0.6 W.u., log ft = 6.67 (β− from 3+), (γ, γ′), (n,n′γ)2+10 3762 0.05 ps B(E2→ 0+

1 ) = 0.3 W.u., log ft = 6.17 (β− from 3+), (n,n′γ), (p,p′)2+11 3911 log ft = 7.19 (β− from 3+), (p,p′), (α, α′)2+12 3917 log ft = 5.12 (β− from 3+), (p,p′)





Ref. p. 5–167]124

50Sn

745–27



4+6 3923 (p,p′), (t,p)2+13 4156 log ft = 6.08 (β− from 3+), (n,n′γ), (p,p′)4+7 4620 (t,p)3−3 4672 (p,p′), (t,p)3−4 4707 (p,p′), (t,p), (α, α′)5−4 4818 (t,p)3−5 4880 (p,p′), (t,p), (α, α′)3−6 4916 (t,p)5−5 4948 (p,p′), (t,p)3−7 5014 (p,p′), (t,p)3−8 5166 (t,p), (α, α′)3−9 5196 (p,p′), (t,p), (α, α′)7−2 5267 (p,p′), (t,p)5−6 5313 (p,p′), (t,p)5−7 5345 (t,p)5−8 5379 (p,p′), (t,p)5−9 5430 (p,p′), (t,p)5−10 5459 (p,p′), (t,p)





5–28125

50Sn

75[Ref. p. 5–167

11/2−1 0

3/2+1 28

1/2+1 215

?

7/2+1 855

?

7/2+2 1363

?

?

?




11/2−1 0 9.64 d log ft = 6.04 (β− from 9/2(+)), µ = −1.348 µn, Q = +0.09 barn,

(n,γ), (d,p), (d,pγ), (α,3He)3/2+

1 28 9.52 m log ft > 6.1 (β− from 1/2(−)), (n,γ), (d,p), (d,pγ)1/2+

1 215 M1/E2→ 3/2+1 : δ = 0.9, log ft > 5.9 (β− from 1/2(−)), (n,γ), (d,p),

(d,pγ)7/2+

1 855 log ft = 6.23 (β− from 9/2(+)), (n,γ), (d,p), (d,pγ)7/2+

2 1363 log ft = 4.39 (β− from 9/2(+)), (d,p), (α,3He)7/2−

1 2767 (d,p), (α,3He)





Ref. p. 5–167]126

50Sn

765–29

0+1 0

2+1 1141

?

4+1 2050

?

2+2 2111

?

?

5−1 2162

?

?

7−1 2219

?

2+3 2370

?

?

6−1 2477

?

?

2+4 2637

?

?

3−1 2720

2+5 3247

?

?

2+6 3345

?

?

4+2 34242+7 3435

?

2+8 3505

?

2+9 3818

?

2+10 3860

?

2+11 3887

?

?

?

2+12 3964

?

?

?

?

?

2+13 4014

?

2+14 4241

?

2+15 4257

?

2+16 4303

?

2+17 4331

?

5−2 45562+18 4657

?

2+19 4700

?



5–30126

50Sn

76[Ref. p. 5–167


[keV] Refs. [93M, 97A, 99BNL]

0+1 0 207 ky (d,6Li), (t,p), (14C,12C)2+1 1141 log ft = 5.92 (β− from 3(+)), (d,6Li), (t,p), (14C,12C)4+1 2050 log ft = 6.30 (β− from 3(+)), (d,6Li), (t,p), (14C,12C)2+2 2111 log ft = 5.67 (β− from 3(+)), (14C,12C)5−1 2162 10.8 ns B(E1→ 4+

1 ) = 1.57 × 10−5 W.u., B(E3→ 2+1 ) = 0.60 W.u., (d,6Li),

(t,p), (14C,12C)7−1 2219 6.6 µs B(E2→ 5−

1 ) = 0.29 W.u., (d,6Li), (t,p), (14C,12C)2+3 2370 log ft = 6.48 (β− from 3(+)), (d,6Li), (t,p)6−1 24772+4 2637 log ft = 6.50 (β− from 3(+)),3−1 2720 (d,6Li), (t,p)2+5 3247 log ft = 5.76 (β− from 3(+)),2+6 3345 log ft = 5.07 (β− from 3(+)),4+2 3424 (d,6Li), (t,p)2+7 34352+8 3505 log ft = 6.70 (β− from 3(+)),2+9 3818 log ft = 6.71 (β− from 3(+))2+10 3860 log ft = 6.44 (β− from 3(+))2+11 3887 log ft = 5.45 (β− from 3(+))2+12 3964 log ft = 5.23 (β− from 3(+))2+13 4014 log ft = 6.60 (β− from 3(+))2+14 4241 log ft = 5.89 (β− from 3(+))2+15 4257 log ft = 6.54 (β− from 3(+))2+16 4303 log ft = 5.64 (β− from 3(+))2+17 4331 log ft = 6.91 (β− from 3(+))5−2 4556 (t,p)2+18 4657 log ft = 6.54 (β− from 3(+))2+19 4700 log ft = 6.84 (β− from 3(+))3−2 4767 (t,p)3−3 4807 (t,p)3−4 4838 (t,p)3−5 4869 (t,p)5−3 4935 (t,p)5−4 4974 (t,p)5−5 5009 (t,p)5−6 5041 (t,p)5−7 5092 (t,p)7−2 5160 (t,p)3−6 5214 (t,p)5−8 5257 (t,p)5−9 5297 (t,p)4+3 5339 (t,p)4+4 5367 (t,p)





Ref. p. 5–167]121

51Sb

705–31

5/2+1 0

7/2+1 37

?

3/2+1 508

?

?

1/2+1 573

?

?

9/2+1 947

?

?

7/2+2 1024

?

9/2+2 1035

?

?

9/2+3 1145

?

?




5/2+1 0 stable log ft = 5.0 (β− from 3/2+), µ = +3.3634 µn, Q = +0.36 barn,

Coul.ex., (γ, γ), (γ, γ′), (n,n′γ), (p,γ), (pol p,p), (d,d′), (t,α), (α, α′),(7Li,α2nγ)

7/2+1 37 3.46 ns B(M1→ 5/2+

1 ) = 0.0103 W.u., log ft = 9.71u (β− from 11/2−),log ft = 9.71u (EC from 11/2−), µ = +2.518 µn, Q = −0.48 barn,Coul.ex., (γ, γ), (γ, γ′), (n,n′γ), (p,γ), (pol p,p), (d,d′), (t,α), (α, α′)(7Li,α2nγ)

3/2+1 508 2.0 ps B(E2→ 7/2+

1 ) = 25 W.u., B(M1/E2→ 5/2+1 ) = 0.071/17 W.u.

(δ = 0.29), log ft = 6.81 (EC from 1/2+), Coul.ex., (γ, γ), (γ, γ′),(n,n′γ), (p,γ), (d,d′), (t,α), (α, α′)

1/2+1 573 8.2 ps B(M1/E2→ 3/2+

1 ) = 0.029/162 W.u. (δ = −0.18),B(E2→ 5/2+

1 ) = 31 W.u., log ft = 6.05 (EC from 1/2+), Coul.ex.,(γ, γ), (γ, γ′), (n,n′γ), (p,γ), (d,d′), (t,α), (α, α′)

9/2+1 947 log ft = 9.85 (EC from 11/2−), Coul.ex., (n,n′γ), (p,γ), (t,α),

(7Li,α2nγ)7/2+

2 1024 0.14 ps B(M1/E2→ 5/2+1 ) = 0.03/80 W.u. (δ = −1.9),

log ft = 12.21u (EC from 11/2−), Coul.ex., (γ, γ), (γ, γ′), (n,n′γ),(p,γ), (d,d′), (t,α), (α, α′)

9/2+2 1035 log ft = 9.62 (EC from 11/2−), Coul.ex., (n,n′γ), (p,γ), (t,α)

9/2+3 1145 0.21 ps B(M1/E2→ 7/2+

1 ) = 0.005/10 W.u. (δ = −1.9),log ft = 10.92 (EC from 11/2−), Coul.ex., (γ, γ), (γ, γ′), (n,n′γ),(p,γ), (d,d′), (t,α), (α, α′)





5–32122

51Sb

71[Ref. p. 5–167

2−1 0

3+1 61

?

3−1 78

?

4−1 193

?

3−2 283

?

?

?

?




2−1 0 2.7238 d µ = −1.905 µn, Q = +0.85 barn, (n,γ), (p,d), (p,nγ), (d,t), (α,d)3+1 61 1.86 µs B(E1→ 2−

1 ) = 3.66 × 10−7 W.u., µ = +2.983 µn, Q = +0.41 barn,(n,γ), (p,d), (p,nγ), (d,p), (d,t)

3−1 78 < 0.14 ns B(M1→ 2−

1 ) > 0.14 W.u., (n,γ), (p,nγ)4−1 193 < 0.11 ns M1/E2→ 3−

1 : δ = 0.30, (n,γ), (p,d), (p,nγ), (d,t)3−2 283 < 0.14 ns (n,γ), (p,nγ), (d,p)11+

1 1890 (α,d)





Ref. p. 5–167]123

51Sb

725–33

7/2+1 0

5/2+1 160

?

3/2+1 542

?

?

1/2+1 713

?

?

9/2+1 1030

?




7/2+1 0 stable log ft = 9.8751u (β− from 11/2−), log ft = 14.82u (EC from 1/2+),

µ = +2.5498 µn, Q = −0.49 barn, Coul.ex., (γ, γ′), (n,n′γ), (d,d′),(t,α), (3He,d), (α,p), (7Li,α2nγ)

5/2+1 160 0.61 ns B(M1/E2→ 7/2+

1 ) = 0.0075/0.82 W.u. (δ = 0.063),log ft = 5.24 (β− from 3/2+), Coul.ex., (γ, γ′), (n,n′γ), (d,d′), (t,α),(3He,d), (α,p)

3/2+1 542 5.3 ps B(M1→ 5/2+

1 ) = 0.051 W.u., B(E2→ 7/2+1 ) = 19 W.u.,

log ft = 7.92 (β− from 3/2+), Coul.ex., (n,n′γ), (d,d′), (t,α), (3He,d),(α,p)

1/2+1 713 log ft = 8.1 (β− from 3/2+), (n,n′γ), (t,α), (3He,d), (α,p)

9/2+1 1030 0.189 ps B(M1/E2→ 7/2+

1 ) = 0.082/16.1 W.u. (δ = −0.54),log ft = 10.54 (β− from 11/2−), Coul.ex., (γ, γ′), (n,n′γ), (d,d′)

11/2−1 1644 (d,d′), (t,α), (3He,d) (α,p)

1/2+2 2520 (3He,d)





5–34124

51Sb

73[Ref. p. 5–167

3−1 0

5+1 11

?

4−1 88

?

6−1 125

?

?

6−2 446

?




3−1 0 60.20 d µ = 1.20 µn, Q = +1.87 barn, (n,γ), (p,nγ), (d,p)5+1 11 93 s B(M2→ 3−

1 ) = 2.9× 10−6 W.u., (n,γ), (p,nγ), (d,p)4−1 88 (n,γ), (p,nγ)6−1 125 86 ns B(E2→ 4−

1 ) = 9.8 W.u., B(E1→ 5+1 ) = 3.00 × 10−8 W.u., (n,γ),

(p,nγ), (d,p)6−2 446 (n,γ), (p,nγ)





Ref. p. 5–167]125

51Sb

745–35

7/2+1 0

5/2+1 332

?

1/2+1 922

?

9/2+1 1067

?

11/2+1 1090

?

9/2+2 1420

?

?

1/2+2 1800

11/2−1 1983

?

?

?

?




7/2+1 0 2.7582 y log ft = 10.131u (β− from 11/2−), µ = +2.63 µn, (d,3He), (t,α),

(3He,d)5/2+

1 332 156 ps B(M1/E2→ 7/2+1 ) = 0.00356/1.3 W.u. (δ = −0.24),

log ft = 5.448 (β− from 3/2+), (d,3He), (t,α), (3He,d)1/2+

1 922 log ft = 7.44 (β− from 3/2+), (d,3He), (t,α), (3He,d)9/2+

1 1067 M1/E2→ 7/2+1 : δ = −0.86, log ft = 10.03 (β− from 11/2−)

11/2+1 1090 log ft = 9.31 (β− from 11/2−)

9/2+2 1420 M1/E2→ 7/2+

1 : δ = 0.01, log ft = 10.04 (β− from 11/2−)1/2+

2 1800 (3He,d)11/2−

1 1983 E1/M2→ 11/2+1 : δ = 0.29, E1/M2→ 9/2+

1 : δ < 0.071,log ft = 7.28 (β− from 11/2−)

1/2+3 2570 (3He,d)

1/2+4 2670 (3He,d)

1/2+5 2710 (3He,d)





5–36127

51Sb

76[Ref. p. 5–167

7/2+1 0

3/2+1 778

1/2+1 1110




7/2+1 0 3.85 d log ft = 9.451u (β− from (11/2)−), µ = +2.59 µn, (p,α), (d,3He),

(t,α)3/2+

1 778 (d,3He), (t,α)1/2+

1 1110 (p,α), (d,3He), (t,α)





Ref. p. 5–167]118

52Te

665–37

0+1 0

2+1 606

?

0+2 957

?

?

2+2 1151

?

?

4+1 1206

?

0+3 1517

?

?

?

?

6+1 1821

?

3−1 1945

?

?

?

8+1 2574

?

8+2 2999

10+1 3360

?

10+2 3445

?

?

12+1 4172

?

?

12+2 4219

?

14+1 4946

?




0+1 0 6.00 d log ft = 9.31u (β+ from 2−), (p,4nγ), (3He,3nγ), (α,2nγ), (α,3nγ),

(HI,xnγ)2+1 606 log ft = 6.87 (β+ from 2−), (p,4nγ), (3He,3nγ), (α,2nγ), (α,3nγ),

(HI,xnγ)0+2 957 55 ps log ft = 10.021u (β+ from 2−)2+2 1151 M1/E2→ 2+

1 : δ = 17, log ft = 7.38 (β+ from 2−), (p,4nγ), (α,2nγ)4+1 1206 log ft = 7.55 (β+ from 2−), (p,4nγ), (α,2nγ), (α,3nγ), (HI,xnγ)0+3 1517 log ft = 8.31 (β+ from 2−)6+1 1821 log ft > 6.8 (β+ from (7−)), (p,4nγ), (α,2nγ), (α,3nγ), (HI,xnγ)3−1 1945 E1/M2→ 2+

1 : δ = 0.03, log ft = 6.96 (β+ from 2−)8+1 2574 log ft = 6.99 (β+ from (7−)), (p,4nγ), (α,2nγ), (α,3nγ), (HI,xnγ)8+2 2999 (α,2nγ)10+

1 3360 (α,2nγ), (HI,xnγ)10+

2 3445 (α,2nγ), (HI,xnγ)12+

1 4172 (α,2nγ), (HI,xnγ)12+

2 4219 (α,2nγ), (HI,xnγ)14+

1 4946 (α,2nγ), (HI,xnγ)





5–38119

52Te

67[Ref. p. 5–167

1/2+1 0

3/2+1 257

?

11/2−1 261

5/2+1 321

?

?

7/2+1 360

?

9/2−1 468

?

7/2−1 501

?

7/2+2 669

?

?

?

1/2+2 708

?

5/2−1 772

?

15/2−1 901

?

1/2+3 1004

?

?

?

7/2+3 1105

?

5/2+2 1114

?

?

?

?

?

?




1/2+1 0 16.03 h µ = +0.25 µn, (d,t), (3He,α), (α,2nγ)

3/2+1 257 M1/E2→ 1/2+

1 : δ = 0.17, log ft = 4.99 (EC from 5/2+), (d,t),(α,2nγ)

11/2−1 261 4.70 d µ = +0.894 µn, (3He,α), (α,2nγ)

5/2+1 321 2.2 ns B(M1→ 3/2+

1 ) = 0.0068W.u. (δ = 0.12), B(E2→ 1/2+1 ) = 0.77 W.u.,

log ft = 6.9 (EC from 5/2+), µ = −0.88 µn, (d,t), (3He,α), (α,2nγ)7/2+

1 360 log ft = 6.6 (EC from 5/2+), (d,t), (3He,α)9/2−

1 468 M1/E2→ 11/2−1 : δ = −0.235, log ft = 8.971u (EC from 5/2+),

(3He,α), (α,2nγ)7/2−

1 501 log ft = 7.48 (EC from 5/2+), (d,t), (3He,α)7/2+

2 669 M1/E2→ 5/2+1 : δ = −0.27, log ft = 7.17 (EC from 5/2+), (d,t),

(3He,α), (α,2nγ)1/2+

2 708 (d,t)5/2−

1 772 (d,t), (3He,α), (α,2nγ)15/2−

1 901 (α,2nγ)1/2+

3 1004 (d,t)7/2+

3 1105 log ft = 7.66 (EC from 5/2+), (d,t), (3He,α)5/2+

2 1114 log ft = 6.55 (EC from 5/2+), (d,t), (3He,α)





Ref. p. 5–167]120

52Te

685–39

0+1 0

2+1 560

?

4+1 1162

?

2+2 1201

?

?

6+1 1776

?

4+2 1815

?

?

6+2 2201

?

?

5−1 2461

?

6+3 2520

?

?

?

8+1 2653

?

8+2 2835

?

6−1 2878

?

7−1 2899

?

7+1 2940

?

7−2 3031

?

8+3 3039

?

9+1 3131

?

8−1 3142

?

?

?

10+1 3364

?

?

9−1 3374

?

9−2 3400

?

10+2 3487

?

10+3 3544

?

10−1 3814

?

11+1 3881

?

11−1 4086

?

?

?

12+1 4093

?

12+2 4460

?

14+1 4819

?



5–40120

52Te

68[Ref. p. 5–167


[keV] Refs. [87H1, 97A, 99BNL]

0+1 0 stable log ft = 9.11u (β+ from 2−), Coul.ex., (p,2nγ), (3He,3nγ), (α,2nγ),

(α,3nγ), (13C,3nγ)2+1 560 9.3 ps log ft = 6.9 (β+ from 2−), µ = +0.58 µn, Coul.ex., (p,2nγ),

(3He,3nγ), (α,2nγ), (α,3nγ), (13C,3nγ)4+1 1162 log ft = 9.11u (β+ from 2−), (p,2nγ), (3He,3nγ), (α,2nγ), (α,3nγ),

(13C,3nγ)2+2 1201 M1/E2→ 2+

1 : δ = −0.92, log ft = 7.2 (β+ from 2−), (p,2nγ), (α,2nγ),(13C,3nγ)

6+1 1776 log ft = 6.5 (β+ from (4− 8)), (p,2nγ), (α,2nγ), (13C,3nγ)4+2 1815 M1/E2→ 4+

1 : δ = −0.56+0.28−0.37, (α,2nγ), (13C,3nγ)

6+2 2201 M1/E2→ 6+

1 : δ = +0.14, log ft = 7.3 (β+ from (4 − 8)), (α,2nγ),(13C,3nγ)

5−1 2461 (α,2nγ), (13C,3nγ)6+3 2520 M1/E2→ 6+

1 : δ = 0.90, (α,2nγ), (13C,3nγ)8+1 2653 (p,2nγ), (α,2nγ), (13C,3nγ)8+2 2835 (α,2nγ), (13C,3nγ)6−1 2878 M1/E2→ 5−

1 : δ = −0.25, (α,2nγ)7−1 2899 (α,2nγ)7+1 2940 M1/E2→ 6+

1 : δ = −0.45, (α,2nγ)7−2 3031 (α,2nγ)8+3 3039 (α,2nγ), (13C,3nγ)9+1 3131 M1/E2→ 8+

2 : δ = +0.25, (α,2nγ)8−1 3142 M1/E2→ 7−

2 : δ = 0.20, E1/M2→ 7+1 : δ = −0.09,

M1/E2→ 7−1 : δ = 1.0, (α,2nγ)

10+1 3364 (α,2nγ), (13C,3nγ)

9−1 3374 (α,2nγ)9−2 3400 (α,2nγ)10+

2 3487 M1/E2→ 9+1 : δ = +0.29+0.14

−0.08, (α,2nγ)10+

3 3544 (α,2nγ), (13C,3nγ)10−

1 3814 (α,2nγ)11+

1 3881 M1/E2→ 10+2 : δ = +0.40+0.38

−0.20, (α,2nγ)11−

1 4086 (α,2nγ)12+

1 4093 (α,2nγ), (13C,3nγ)12+

2 4460 (α,2nγ)14+

1 4819 (α,2nγ), (13C,3nγ)





Ref. p. 5–167]121

52Te

695–41

1/2+1 0

3/2+1 212

?

11/2−1 294

?

5/2+1 475

?

?

1/2+2 681

?

?




1/2+1 0 16.78 d (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)

3/2+1 212 0.062 ns B(M1/E2→ 1/2+

1 ) = 0.032/28 W.u. (δ = 0.23),log ft = 5.146 (EC from 5/2+), (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)

11/2−1 294 154 d µ = +0.895 µn, (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)

5/2+1 475 (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)

1/2+2 681 log ft = 6.93 (EC from 5/2+), (d,p)

1/2+3 1254 (p,d), (d,p), (3He,α)





5–42122

52Te

70[Ref. p. 5–167

0+1 0

2+1 564

?

4+1 1181

?

2+2 1257

?

?

0+2 1357

?

?

6+1 1751

?

2+3 1753

?

?

4+2 1910

?

?

0+3 1941

?

?

?

?

4+3 2042

?

?

3−1 22006+2 2284

?

?

5−1 2408

?

8+1 2670

?

7−1 2801

?

10+1 3580

?




0+1 0 stable log ft = 9.6471u (β− from 2−), log ft = 4.95 (EC from 1+), Coul.ex.,

(γ, γ′), (p,p′), (p,t), (3He,n), (3He,d), (α,nγ)2+1 564 7.42 ps B(E2→ 0+

1 ) = 36.95 W.u., log ft = 7.607 (β− from 2−),log ft = 5.39 (EC from 1+), Coul.ex., (γ, γ′), (p,p′), (p,t), (3He,d),(α,nγ)

4+1 1181 log ft = 10.43 (β− from 2−), Coul.ex., (p,p′), (p,t), (3He,d), (α,nγ)2+2 1257 0.74 ps B(M1/E2→ 2+

1 ) = 0.006/100 W.u. (δ = −3.48),B(E2→ 0+

1 ) = 1.1 W.u., log ft = 7.69 (β− from 2−),log ft = 6.31 (EC from 1+), Coul.ex., (p,p′), (p,t), (3He,d), (α,nγ)

0+2 1357 log ft = 10.09 (β− from 2−), log ft = 5.93 (EC from 1+), Coul.ex.,

(p,p′), (p,t), (3He,n), (3He,d), (α,nγ)6+1 1751 (p,p′), (3He,d), (α,nγ)2+3 1753 0.55 ps B(M1/E2→ 2+

1 ) = 0.0039/2 W.u., B(E2→ 0+1 ) = 1.2 W.u.,

log ft = 8.5 (β− from 2−), log ft = 6.88 (EC from 1+), Coul.ex.,(p,p′)

4+2 1910 M1/E2→ 4+

1 : δ = −0.57, (p,t), (3He,d), (α,nγ)0+3 1941 log ft = 5.75 (EC from 1+), (3He,d)4+3 2042 M1/E2→ 4+

1 : δ = +1.3, (p,p′), (p,t), (3He,d), (α,nγ)3−1 2200 Coul.ex., (p,p′), (p,t), (3He,d)6+2 2284 M1/E2→ 6+

1 : δ = −0.20, (α,nγ)5−1 2408 (p,p′), (p,t), (α,nγ)8+1 2670 (α,nγ)7−1 2801 (p,t), (α,nγ)10+

1 3580 (α,nγ)





Ref. p. 5–167]123

52Te

715–43

1/2+1 0

3/2+1 159

?

11/2−1 248

?

?

3/2+2 440

?

?

1/2+2 600

?

3/2+3 688

?

?

?

7/2+1 698

?

?




1/2+1 0 >600 Ty µ = −0.737 µn, Coul.ex., (n,γ), (p,nγ), (p,d), (p,t), (d,p), (d,t),

(d,2nγ), (3He,4nγ), (3He,α)3/2+

1 159 196 ps B(M1/E2→ 1/2+1 ) = 0.0234/2.5 W.u. (δ = 0.062),

log ft = 5.23 (EC from 5/2+), µ = +0.72 µn, Coul.ex., (n,γ), (p,nγ),(p,d), (p,t), (d,p), (d,t), (d,2nγ), (3He,4nγ), (3He,α)

11/2−1 248 119.7 d µ = −0.927 µn, (p,nγ), (p,d), (p,t), (d,p), (d,t), (d,2nγ), (3He,4nγ),

(3He,α)3/2+

2 440 22 ps B(M1/E2→ 3/2+1 ) = 0.0067/2.2 W.u. (δ = −0.19),

B(M1/E2→ 1/2+1 ) = 0.0018/29 W.u. (δ = −2.1),

log ft = 7.31 (EC from 5/2+), µ = +0.6 µn, Coul.ex., (n,γ), (p,nγ),(p,t), (d,p), (d,2nγ), (3He,4nγ)

1/2+2 600 (n,γ), (p,nγ), (p,d), (p,t), (d,p)

3/2+3 688 log ft = 6.40 (EC from 5/2+), Coul.ex., (n,γ), (p,nγ), (p,d), (p,t),

(d,p), (d,t), (d,2nγ), (3He,4nγ), (3He,α)7/2+

1 698 log ft = 6.95 (EC from 5/2+), (n,γ), (p,nγ), (d,2nγ), (3He,4nγ),(3He,α)

1/2+3 1946 (p,t)





5–44124

52Te

72[Ref. p. 5–167

0+1 0

2+1 603

?

4+1 1249

?

2+2 1326

?

?

0+2 1657

?

?

6+1 1747

?

0+3 1883

?

?

?

4+2 1958

?

?

?

2+3 2039

?

?

?

?

2+4 2092

?

?

0+4 2153

?

?

1+1 2182

?

?

?

4+3 2225

?

?

?

3−1 2294

?

?

?

?

?

?

0+5 2309

?

?

?

?

2+5 2323

?

?

?

6+2 2350

?

2+6 2454

?

?

?

?

3+1 2483

?

?

?

2+7 2521

?

?

?

2+8 2530

?

1+2 2601

?

?

8+1 2665

?

2+9 2682

?

?

3−2 2694

?

?

?

?

?

?

?

?

?

2−1 2702

?

?

?

?

3−3 2775

?

?

?

?

?

?

2+10 2809

?

?

3−4 2835

?

?

?

?

3−5 2886

?

?

?

?

?

?



Ref. p. 5–167]124

52Te

725–45



0+1 0 stable log ft = 9.271u (EC from 2−), Coul.ex., (γ, γ), (γ, γ′), (µ,xnγ), (n,γ),

(n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d), (3He,3nγ),(α, α′), (α,2nγ)

2+1 603 6.2 ps B(E2→ 0+

1 ) = 31.2 W.u., log ft = 10.268 (β− from 3−),log ft = 7.49 (EC from 2−), µ = +0.52 µn, Q = −0.45 barn, Coul.ex.,(γ, γ), (γ, γ′), (µ,xnγ), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′),(d,t), (3He,d), (3He,3nγ), (α, α′), (α,2nγ)

4+1 1249 E2/(M3)→ 2+

1 : δ = +0.003, log ft = 10.633 (β− from 3−),log ft > 6.2 (β− from 5+), (µ,xnγ), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t),(d,p), (d,d′), (d,t), (3He,d), (3He,3nγ), (α, α′), (α,2nγ)

2+2 1326 0.4 ps B(M1→ 2+

1 ) = 0.12 W.u. (δ = −3.4), B(E2→ 0+1 ) = 1.2 W.u.,

log ft = 10.282 (β− from 3−), log ft = 7.86 (EC from 2−), Coul.ex.,(µ,xnγ), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d),(3He,3nγ), (α,2nγ)

0+2 1657 log ft = 12.88 (β− from 3−), log ft = 10.301u (EC from 2−), (n,γ),

(n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t)6+1 1747 log ft = 4.3 (β− from 5+), (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′), (3He,d),

(3He,3nγ), (α,2nγ)0+3 1883 (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,t), (3He,d)4+2 1958 M1/E2→ 4+

1 : δ = −0.18, E2/(M3)→ 2+1 : δ = −0.32+0.25

−0.18,log ft = 9.814 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p),(d,d′), (d,t), (3He,d), (3He,3nγ), (α,2nγ),

2+3 2039 M1/E2→ 2+

2 : δ = +1.5, E2/(M3)→ 4+1 : δ = −0.3+0.2

−0.3,M1/E2→ 2+

1 : δ = +1.5, log ft = 9.391 (β− from 3−), (n,γ), (n,n′γ),(p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d), (3He,3nγ), (α,2nγ)

2+4 2092 M1/(E2)→ 2+

1 : δ = +0.10, log ft = 10.046 (β− from 3−),log ft = 8.82 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t),(3He,d), (3He,3nγ), (α,2nγ)

0+4 2153 (n,γ), (n,n′γ), (d,p)1+1 2182 M1/E2→ 2+

1 : δ = −0.30, log ft = 10.013 (β− from 3−), (n,γ),(n,n′γ), (p,p′), (p,d), (d,p), (3He,d)

4+3 2225 M1/E2→ 4+

1 : δ = +0.68, log ft = 10.627 (β− from 3−), (n,γ),(n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d), (3He,3nγ),(α,2nγ)

3−1 2294 0.17 ps B(E1→ 2+

3 ) = 2.7× 10−5 W.u., B(E1→ 4+2 ) = 7× 10−5 W.u.,

B(E1/(M2)→ 2+2 ) = (6.4× 10−5)/(0.1) W.u. (δ = −0.02),

B(E1/(M2)→ 4+1 ) = (5.0× 105)/(0.2) W.u. (δ = −0.03),

B(E1/M2→ 2+1 ) = 0.00031/0.05 W.u., (δ = +0.010),

B(E3→ 0+1 ) = 30 W.u., log ft = 7.728 (β− from 3−),

log ft = 6.88 (EC from 2−), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d),(p,t), (d,p), (d,d′), (d,t), (3He,3nγ), (α, α′), (α,2nγ)

0+5 2309 < 0.25 ns (n,γ), (p,p′), (p,d), (d,p), (d,t), (3He,d)2+5 2323 M1/(E2)→ 2+

1 : δ = +0.18, log ft = 10.57 (β− from 3−),log ft = 8.66 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,t),(3He,d)

6+2 2350 log ft ≈ 4.9 (β− from 5+), (p,p′), (d,p), (3He,d), (3He,3nγ), (α,2nγ)2+6 2454 log ft = 11.10 (β− from 3−), log ft = 8.2 (EC from 2−), (n,γ), (n,n′γ),

(p,p′), (p,d), (p,t), (d,p), (d,t), (3He,d)3+1 2483 log ft = 9.384 (β− from 3−), log ft = 8.81 (EC from 2−), (n,γ),

(n,n′γ), (p,p′), (3He,3nγ), (α,2nγ)





5–46124

52Te

72[Ref. p. 5–167



2+7 2521 M1/(E2)→ 2+

1 : δ = −0.02, log ft = 10.025 (β− from 3−),log ft = 8.44 (EC from 2−), (n,γ), (n,n′γ), (p,d), (p,t), (d,p), (d,d′),(d,t)

2+8 2530 M1/E2→ 2+

1 : δ = −0.14, (n,γ), (n,n′γ), (d,p), (d,d′), (d,t), (3He,d)1+2 2601 (n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t), (3He,d)8+1 2665 (n,γ), (p,d), (p,t), (d,p), (d,t), (3He,3nγ), (α,2nγ)2+9 2682 M1/E2→ 2+

1 : δ = −0.14, log ft = 9.46 (β− from 3−),log ft = 7.8 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t), (3He,d)

3−2 2694 E1/(M2)→ 2+

2 : δ = −0.02, E1/(M2)→ 4+1 : δ = +0.10,

E1/(M2)→ 2+1 : δ = +0.03, log ft = 6.968 (β− from 3−),

log ft = 7.41 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (d,p), (d,d′), (d,t),(3He,d), (α, α′)

2−1 2702 E1/(M2)→ 2+

2 : δ = −0.01, log ft = 8.115 (β− from 3−),log ft = 7.06 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (p,d), (d,p)

3−3 2775 log ft = 7.445 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (p,d), (d,t),

(3He,d), (3He,3nγ), (α,2nγ)2+10 2809 log ft = 9.69 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p),

(3He,d)3−4 2835 E1/(M2)→ 2+

1 : δ = +0.03, log ft = 6.43 (EC from 2−), (n,γ), (n,n′γ),(p,p′), (p,d)

3−5 2886 E1/(M2)→ 2+

2 : δ = −0.2, E1/M2→ 2+1 : δ = +0.06,

log ft = 6.68 (β− from 3−), log ft = 6.81 (EC from 2−), (n,γ), (n,n′γ),(p,p′), (p,d), (d,p), (3He,d)





Ref. p. 5–167]125

52Te

735–47

1/2+1 0

3/2+1 35

?

11/2−1 145

?

?

9/2−1 321

?

3/2+2 444

?

?

5/2+1 463

?

?

?

7/2−1 525

?

?

7/2+1 636

?

?

?

?

7/2+2 642

?

?

?

?

?

?

5/2+2 671

?

?

?

?

?

15/2−1 841

?

15/2−2 1311

?

?

1/2+2 1317

19/2−1 1501

?

?



5–48125

52Te

73[Ref. p. 5–167



1/2+1 0 stable µ = −0.889 µn, Coul.ex., (d,p), (d,t), (t,d), (3He,α), (α,3nγ)

3/2+1 35 1.48 ns B(M1/E2→ 1/2+

1 ) = 0.0222/10.2 W.u. (δ = 0.029),log ft = 5.4 (EC from 5/2+), µ = +0.605 µn, Q = −0.31 barn,Coul.ex., (d,p), (d,t), (t,d), (3He,α), (α,3nγ)

11/2−1 145 57.40 d log ft = 9.7691u (β− from 7/2+), µ = −0.985 µn, Q = −0.06 barn,

(d,p), (d,t), (t,d), (3He,α), (α,3nγ)9/2−

1 321 0.703 ns B(M1/E2→ 11/2−1 ) = 0.00361/29 W.u. (δ = −0.60),

log ft = 9.344 (β− from 7/2+), µ = −0.918 µn, Q = +0.12 barn,(d,d′), (d,t), (3He,α), (α,3nγ)

3/2+2 444 19.1 ps B(M1/E2→ 3/2+

1 ) = 0.00195/18.3 W.u. (δ = 1.50),B(M1/E2→ 1/2+

1 ) = 0.00129/24 W.u. (δ = −2.3),log ft = 10.73 (β− from 7/2+), µ = +0.59 µn, Coul.ex., (d,p), (d,t),(t,d), (3He,α)

5/2+1 463 13.2 ps B(M1/E2→ 3/2+

1 ) = 0.012/13.1 W.u. (δ = −0.538),B(M1→ 3/2+

2 ) = 0.108 W.u., B(E2→ 1/2+1 ) = 13.9 W.u.,

log ft = 8.042 (β− from 7/2+), µ = +0.80 µn, Coul.ex., (d,p), (d,d′),(d,t), (t,d)

7/2−1 525 < 160 ps M1/E2→ 9/2−

1 : δ = +1.6, log ft = 9.126 (β− from 7/2+), (d,p),(d,t), (t,d), (3He,α), (α,3nγ)

7/2+1 636 40 ps B(M1/E2→ 5/2+

1 ) = 0.0012/0.0004 W.u. (δ = −0.004),B(E2→ 3/2+

1 ) = 4.8 W.u., log ft = 7.23 (β− from 7/2+), (d,t),(3He,α), (α,3nγ)

7/2+2 642 ≤ 600 ps log ft = 7.66 (β− from 7/2+), (d,p), (d,t), (t,d), (α,3nγ)

5/2+2 671 1.26 ps B(M1/E2→ 5/2+

1 ) = 0.0342/6.0 W.u. (δ = 0.105),B(M1/E2→ 3/2+

1 ) = 0.0512/9.7 W.u. (δ = 0.332),B(E2→ 1/2+

1 ) = 11.8 W.u., log ft = 6.93 (β− from 7/2+),µ = −0.6 µn, Coul.ex., (d,p), (d,d′) (d,t), (t,d), (3He,α)

15/2−1 841 (3He,α), (α,3nγ)

15/2−2 1311 (α,3nγ)

1/2+2 1317 (d,t)

19/2−1 1501 (α,3nγ)

1/2+3 1584 (d,p), (d,d′), (d,t), (t,d), (3He,α)

1/2+4 1710 (d,t)

1/2+5 1900 (d,t), (3He,α)

1/2+6 1985 (d,d′), (d,t)





Ref. p. 5–167]126

52Te

745–49

0+1 0

2+1 666

?

4+1 1361

?

2+2 1420

?

?

6+1 1776

?

0+2 1873

?

4+2 2013

?

?

2+3 2045

?

?

?

3+1 2128

?

?

?

5−1 2218

?

?

3−1 2386

?

?

4−1 2386

?

?

?

?

6+2 2396

?

?

2+4 2421

?

?

?

7−1 2497

?

?

2+5 2504

?

?

2+6 2585

?

?

2+7 2679

?

?

?

8+1 2766

?

2+8 2877

?

?

10+1 2975

?



5–50126

52Te

74[Ref. p. 5–167



0+1 0 stable log ft = 9.131u (EC from 2−), Coul.ex., (γ, γ′), (µ−,nγ), (n,n′γ),

(p,p′), (p,t), (d,p), (d,d′), (d,3He), (3He,n), (α,2nγ)2+1 666 4.52 ps B(E2→ 0+

1 ) = 25.3 W.u., log ft = 7.54 (EC from 2−), µ = +0.68 µn,Q = −0.20 barn, Coul.ex., (µ−,nγ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),(d,3He), (α,2nγ)

4+1 1361 2.7 ps B(E2→ 2+

1 ) = 34 W.u., log ft ≥ 12.41u (EC from 2−), Coul.ex.,(µ−,nγ), (n,n′γ), (p,p′), (p,t), (d,d′), (α,2nγ)

2+2 1420 0.8 ps B(M1/E2→ 2+

1 ) = 0.0011/71 W.u. (δ = −7.2),B(E2→ 0+

1 ) = 0.21 W.u., log ft = 7.6 (EC from 2−), Coul.ex., (γ, γ′),(µ−,nγ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (α,2nγ)

6+1 1776 68 ps B(E2→ 4+

1 ) = 17.9 W.u., log ft = 10.311u (β− from (8−)),log ft = 5.71 (β− from (5+)), (n,n′γ), (p,p′), (p,t), (d,d′), (α,2nγ)

0+2 1873 log ft = 10.11u (EC from 2−), (n,n′γ), (p,p′), (p,t), (d,p), (3He,n)4+2 2013 (n,n′γ), (p,p′), (p,t)2+3 2045 M1/E2→ 2+

1 : δ = −0.04, log ft = 8.60 (EC from 2−), (n,n′γ), (p,t)3+1 2128 M1/E2→ 2+

1 : δ = 1.94, (n,n′γ)5−1 2218 M1/E2→ 4+

1 : δ = 0.029, log ft = 9.65 (β− from (8)−), (µ−,nγ),(n,n′γ), (p,p′), (p,t), (d,p), (α,2nγ)

3−1 2385.8 0.4 ps E1/M2→ 2+

2 : δ = 0.01, E1/M2→ 2+1 : δ = 0.036, Coul.ex., (n,n′γ),

(p,p′), (p,t), (d,d′)4−1 2386.0 M1/E2→ 5−

1 : δ = 0.35, E1/M2→ 3+1 : δ = −0.02,

E1/M2→ 4+2 : δ = 0.02, (n,n′γ), (p,t)

6+2 2396 M1/E2→ 6+

1 : δ = −0.17, log ft = 9.96 (β− from (8−)),log ft = 6.44 (β− from (5+)), (n,n′γ), (α,2nγ)

2+4 2421 M1/E2→ 2+

1 : δ = 3.02, (n,n′γ), (d,p)7−1 2497 0.152 ns B(E1→ 6+

1 ) = 4.55× 10−6 W.u. (δ = −0.01),B(E2→ 5−

1 ) = 2.48 W.u., log ft = 8.57 (β− from (8−)), (n,n′γ),(p,p′), (p,t), (α,2nγ)

2+5 2504 (p,p′), (p,t), (d,p), (n,n′γ)2+6 2585 (n,n′γ), (p,t), (d,p)2+7 2679 (n,n′γ), (p,t)8+1 2766 log ft = 8.68 (β− from (8−)), (n,n′γ), (α,2nγ)2+8 2877 (n,n′γ)10+

1 2975 10.6 ns B(E2→ 8+1 ) = 2.5 W.u., log ft = 9.531u (β− from (8−)),

µ = −1.51 µn, (α,2nγ)1+1 7915 (γ, γ′)





Ref. p. 5–167]127

52Te

755–51

3/2+1 0

1/2+1 61

?

11/2−1 88

?

5/2+1 473

?

?

3/2+2 503

?

?

7/2−1 632

?

7/2+1 686

?

?

5/2+2 783

?

?

?

?

7/2+2 925

?

?

?

5/2+3 1141

?

?

?

?




3/2+1 0 9.35 h µ = +0.635 µn, (p,d), (d,p), (d,t), (3He,α), (t,d)

1/2+1 61 M1/E2→ 3/2+

1 : δ = 0.32, (p,d), (d,p), (d,t), (3He,α), (t,d)11/2−

1 88 109 d B(M4→ 3/2+1 ) = 3.6 W.u., log ft = 10.211u (β− from 7/2+),

µ = −1.041 µn, (p,d), (d,p), (d,t),(3He,α), (t,d)5/2+

1 473 M1/E2→ 3/2+1 : δ = −0.10, log ft = 7.81 (β− from 7/2+), (p,d),

(d,t),(3He,α)3/2+

2 503 (p,d), (d,p), (d,t),(3He,α), (t,d)7/2−

1 632 log ft = 8.27 (β− from 7/2+), (d,t),(3He,α)7/2+

1 686 log ft = 7.28 (β− from 7/2+), (p,d), (d,p), (d,t),(3He,α), (t,d)5/2+


2 925 E1/(M2)→ 7/2−1 : δ = +0.12, log ft = 8.24 (β− from 7/2+), (p,d),

(d,p), (d,t),(3He,α), (t,d)5/2+


2 1402 (d,p), (d,t),(3He,α), (t,d)1/2+

3 1887 (d,t),(3He,α)1/2+

4 1954 (d,t),(3He,α), (t,d)1/2+

5 2117 (d,t),(3He,α)





5–52128

52Te

76[Ref. p. 5–167

0+1 0

2+1 743

?

4+1 1497

?

2+2 1520

?

?

6+1 1811

?

0+2 1979

?

5−1 2133

?

?

3+1 2164

?

?

?

2+3 2193

?

?

7−1 2338

?

?

2+4 2352

?

?

4−1 2396

?

?

3−1 2485

?

2+5 2508

?

?

3+2 2551

?

?

2+6 3137

?

?




0+1 0 2.2 Yy log ft = 5.05 (EC from 1+), Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (p,t),

(d,d′), (α, α′)2+1 743 3.32 ps B(E2→ 0+

1 ) = 19.8 W.u., log ft = 5.87 (EC from 1+),µ = +0.5 µn, Q = −0.06 barn, Coul.ex., (n,n′γ), (p,p′), (p,t), (d,d′),(α, α′)

4+1 1497 Coul.ex., (n,n′γ), (p,p′), (p,t), (d,d′), (α, α′)2+2 1520 M1/E2→ 2+

1 : δ = 4.7, Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (p,t)6+1 1811 0.48 ns log ft = 6.01 (β− from 5+), (n,n′γ), (p,p′)0+2 1979 (n,n′γ), (p,t)5−1 2133 E1/M2→ 4+

1 : δ = 0.020, (n,n′γ), (p,p′), (p,t), (d,d′)3+1 2164 M1/E2→ 2+

2 : δ = 3.8, M1/E2→ 2+1 : δ = 0.419, (n,n′γ)

2+3 2193 M1/E2→ 2+

1 : δ = −0.116, (n,n′γ), (p,t)7−1 2338 2.404 ns E1/M2→ 6+

1 : δ = 0.025, log ft = 7.93 (β− from 8−), (n,n′γ), (p,p′),(p,t)

2+4 2352 M1/E2→ 2+

1 : δ = −0.230, (n,n′γ), (p,t), (d,d′)4−1 2396 E1/M2→ 3+

1 : δ = −0.15+0.12−0.10, M1/E2→ 5−

1 : δ = 0.263, (n,n′γ), (p,t)3−1 2485 B(E3→ 0+

1 ) ≈ 70 W.u., Coul.ex., (p,p′), (p,t), (d,d′), (α, α′)2+5 2508 M1/E2→ 2+

1 : δ = +1.8, (n,n′γ)3+2 2551 (n,n′γ)2+6 3137 (n,n′γ), (p,t)





Ref. p. 5–167]129

52Te

775–53

3/2+1 0

11/2−1 106

?

1/2+1 180

?

9/2−1 465

?

5/2+1 545

?

?

5/2+2 967

?

?

1/2+2 1155

1/2+3 1654

5/2+3 1752

?




3/2+1 0 69.6 m µ = 0.702 µn, Q = 0.055 barn, (n,γ), (p,d), (d,p), (d,t), (t,d), (3He,α)

11/2−1 106 33.6 d B(M4→ 3/2+

1 ) = 3.9 W.u., log ft = 9.221u (β− from 7/2+),µ = −1.091 µn, (p,d), (d,p), (d,t), (t,d), (3He,α)

1/2+1 180 (p,d), (d,p), (d,t), (t,d)

9/2−1 465 log ft ≈ 8.9 (β− from 7/2+)

5/2+1 545 log ft = 7.9 (β− from 7/2+), (p,d), (d,p), (d,t), (t,d)

5/2+2 967 log ft = 7.8 (β− from 7/2+), (p,d), (d,p), (d,t), (t,d), (3He,α)

1/2+2 1155 (t,d)

1/2+3 1654 (d,p), (d,t), (t,d)

5/2+3 1752 log ft = 6.4 (β− from 7/2+), (d,p), (d,t), (t,d)

1/2+4 2491 (d,p), (t,d)





5–54130

52Te

78[Ref. p. 5–167

0+1 0

2+1 839

?

2+2 1588

?

?

4+1 1633

?

2+3 1886

?

?

4+2 1982

?

?

5−1 2101

?

3+1 2139

?

?

?

4−1 2436

?

4+3 2449

?

?

3−1 2527

?

?

3−2 2730

3−3 3360

1−1 7637

?

?

?

?



[keV] Refs. [89S1, 97A, 99BNL]

0+1 0 790 Zy Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (d,d′), (α, α′)2+1 839 2.30 ps B(E2→ 0+

1 ) = 15.1 W.u., µ = +0.62 µn, Coul.ex., (γ, γ′), (n,n′γ),(p,p′), (d,d′), (α, α′)

2+2 1588 M1/E2→ 2+

1 : δ = +0.65, Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (α, α′)4+1 1633 log ft ≥ 7.5 (β− from (5)+), Coul.ex., (n,n′γ), (p,p′)2+3 1886 M1/E2→ 2+

1 : δ = −0.175, (γ, γ′), (n,n′γ), (p,p′), (d,d′)4+2 1982 M1/E2→ 4+

1 : δ = −0.12, log ft = 6.95 (β− from (5)+), (n,n′γ),(p,p′), (α, α′)

5−1 2101 E1/(M2)→ 4+

1 : δ = 0.03, log ft = 7.41 (β− from (5)+), (n,n′γ),(p,p′), (α, α′)

3+1 2139 M1/E2→ 4+

1 : δ = +1.2, M1/E2→ 2+2 : δ = +2.4,

M1/E2→ 2+1 : δ = +0.32, (n,n′γ)

4−1 2436 M1/E2→ 5−

1 : δ = −0.052, (n,n′γ)4+3 2449 M1/E2→ 4+

1 : δ = −0.21, log ft = 6.58 (β− from (5)+), (n,n′γ),(p,p′), (α, α′)

3−1 2527 E1/(M2)→ 2+

1 : δ = +0.030, (n,n′γ), (p,p′)3−2 2730 Coul.ex., (p,p′), (d,d′), (α, α′)3−3 3360 (p,p′), (α, α′)1−1 7637 7.6 fs B(E1→ 0+

1 ) = 3.9× 10−5 W.u., (γ, γ′)





Ref. p. 5–167]132

52Te

805–55

0+1 0

2+1 974

?

4+1 1671

?

6+1 1774

?



[keV] Refs. [92S, 97A, 99BNL]

0+1 0 3.204 d2+1 9744+1 1671 log ft = 6.72 (β− from (4+))6+1 1774 145 ns B(E2→ 4+

1 ) = 3.3 W.u., µ = +4.7 µn





5–56125

53I72

[Ref. p. 5–167

5/2+1 0

7/2+1 114

?

3/2+1 188

?

?

1/2+1 243

?

?

3/2+2 372

?

?

3/2+3 454

?

?

?

7/2+2 536

?

9/2+1 596

?

?

9/2+2 704

?

?

?

11/2+1 768

?

?

3/2+4 1008

?

?

?

?

?

1/2+2 1090

?

?

?

?

?

13/2+1 1204

?

?

3/2+5 1443

?

?

?

?

1/2+3 1690

17/2+1 1888

?



Ref. p. 5–167]125

53I72

5–57



5/2+1 0 59.408 d µ = +2.821 µn, Q = −0.889 barn, (3He,d), (α,t), (HI,xnγ)

7/2+1 114 0.61 ns B(M1/E2→ 5/2+

1 ) = 0.0158/12 W.u. (δ = 0.12), (3He,d), (α,t),(HI,xnγ)

3/2+1 188 0.34 ns B(M1/E2→ 5/2+

1 ) = 0.00747/18.6 W.u. (δ = 0.357),B(E2→ 7/2+

1 ) = 36 W.u., log ft = 6.262 (EC from (1/2)+),µ = +1.06 µn, (3He,d), (α,t), (HI,xnγ)

1/2+1 243 0.230 ns B(M1/E2→ 3/2+

1 ) = 0.057/6 W.u. (δ = −0.022),B(E2→ 5/2+

1 ) = 34 W.u., log ft = 5.809 (EC from (1/2)+), (α,t),(3He,d)

3/2+2 372 log ft = 9.06 (EC from (1/2)+), (3He,d), (α,t), (HI,xnγ)

3/2+3 454 log ft = 6.820 (EC from (1/2)+)

7/2+2 536 (α,t), (HI,xnγ)

9/2+1 596 M1/E2→ 7/2+

1 : δ = −1.2, (HI,xnγ)9/2+

2 704 M1/E2→ 7/2+1 : δ = +0.28, (HI,xnγ)

11/2+1 768 (HI,xnγ)

3/2+4 1008 log ft = 7.397 (EC from (1/2)+), (3He,d), (α,t)

1/2+2 1090 log ft = 6.532 (EC from (1/2)+), (3He,d), (α,t)

13/2+1 1204 M1/E2→ 11/2+

1 : δ = 0.33, (HI,xnγ)3/2+

5 1443 log ft = 7.39 (EC from (1/2)+), (3He,d), (α,t)1/2+

3 1690 (3He,d), (α,t)17/2+

1 1888 (HI,xnγ)1/2+

4 1916 (3He,d)1/2+

5 2069 (3He,d)1/2+

6 2142 (3He,d)1/2+

7 2183 (3He,d)1/2+

8 2399 (3He,d)1/2+

9 2472 (3He,d)1/2+

10 2654 (3He,d)1/2+

11 2694 (3He,d)1/2+

12 2932 (3He,d)1/2+

13 2982 (3He,d)1/2+

14 3060 (3He,d)1/2+

15 3149 (3He,d)1/2+

16 3585 (3He,d)1/2+

17 3621 (3He,d)1/2+

18 3728 (3He,d)1/2+

19 3829 (3He,d)1/2+

20 3859 (3He,d)1/2+

21 3894 (3He,d)





5–58126

53I73

[Ref. p. 5–167

2−1 0

1+1 56

?

2+1 228

?

?




2−1 0 13.11 d µ = +1.436 µn, (γ,n), (n,2nγ), (p,nγ)1+1 56 16 ns B(E1→ 2−

1 ) = 4.7× 10−5 W.u., (γ,n), (n,2nγ), (p,nγ)2+1 228 (γ,n), (p,nγ)





Ref. p. 5–167]127

53I74

5–59

5/2+1 0

7/2+1 58

?

3/2+1 203

?

?

1/2+1 375

?

?

5/2+2 418

?

?

?

3/2+2 618

?

?

7/2+2 629

?

?

?

7/2+3 1044

?

?

?

1/2+2 1123

?




5/2+1 0 stable log ft = 5.481 (β− from 3/2+), µ = +2.813 µn, Q = −0.789 barn,

Coul.ex., (γ, γ′), (n,n′γ), (3He,d), (α,t), (6Li,3nγ)7/2+

1 58 1.95 ns B(M1/E2→ 5/2+1 ) = 0.0123/17.3 W.u. (δ = −0.083),

log ft = 9.931u (β− from 11/2−), µ = +2.54 µn, Q = −0.71 barn,Coul.ex., (n,n′γ), (3He,d), (α,t), (6Li,3nγ)

3/2+1 203 0.387 ns B(M1/E2→ 5/2+

1 ) = 0.00444/20 W.u. (δ = +0.52),B(E2→ 7/2+

1 ) = 31 W.u., log ft = 8.53 (β− from 3/2+),log ft = 6.609 (EC from 1/2+), µ = +0.97 µn, Coul.ex., (γ, γ′),(n,n′γ), (3He,d), (α,t)

1/2+1 375 31 ps B(M1/E2→ 3/2+

1 ) = 0.075/12 W.u. (δ = −0.085),B(E2→ 5/2+

1 ) = 24 W.u., log ft = 9.6 (β− from 3/2+),log ft = 6.213 (EC from 1/2+), Coul.ex., (γ, γ′), (n,n′γ), (3He,d),(α,t)

5/2+2 418 3.38 ps B(M1/E2→ 3/2+

1 ) = 0.0205/12.4 W.u. (δ = −0.203),B(M1/E2→ 7/2+

1 ) = 0.0152/3.0 W.u. (δ = +0.194),B(M1/E2→ 5/2+

1 ) = 0.074/2.2 W.u. (δ = −0.087),log ft = 6.07 (β− from 3/2+), Coul.ex., (γ, γ′), (n,n′γ), (3He,d), (α,t)

3/2+2 618 1.5 ps M1/E2→ 5/2+

1 : δ = 0.083, log ft = 8.32 (β− from 3/2+),log ft = 7.42 (EC from 1/2+), Coul.ex., (γ, γ′), (n,n′γ)

7/2+2 629 2.2 ps B(M1/E2→ 5/2+

1 ) = (0.028)/(17) W.u. (δ = 0.59),log ft = 11.291u (β− from 11/2−), Coul.ex., (γ, γ′), (n,n′γ), (3He,d),(α,t)

7/2+3 1044 0.28 ps B(M1/E2→ 5/2+

1 ) = (0.039)/(3) W.u. (δ = 0.35), Coul.ex., (γ, γ′),(n,n′γ), (3He,d), (α,t)

1/2+2 1123 (n,n′γ), (3He,d), (α,t)





5–60129

53I76

[Ref. p. 5–167

7/2+1 0

5/2+1 28

?

3/2+1 278

?

?

5/2+2 487

?

?

?

1/2+1 560

?

?

5/2+3 1112

?

?

?

?

?

1/2+2 1210

?

?

?




7/2+1 0 15.7 My log ft = 10.141u (β− from 11/2−), µ = +2.6210 µn, Q = −0.553 barn,

Coul.ex., (3He,d), (α,t)5/2+

1 28 16.8 ns B(M1/E2→ 7/2+1 ) = 0.0101/18 W.u. (δ = −0.045),

log ft = 5.81 (β− from 3/2+), µ = +2.8045 µn, Q = −0.685 barn,(3He,d), (α,t)

3/2+1 278 0.104 ns B(M1/E2→ 5/2+

1 ) = 0.0039/13 W.u. (δ = +0.50+0.19−0.13),

B(E2→ 7/2+1 ) = 47 W.u., log ft = 7.70 (β− from 3/2+), Coul.ex.,

(3He,d), (α,t)5/2+

2 487 0.05 ns B(M1/E2→ 3/2+1 ) = 0.00089/0.44 W.u. (δ = −0.18),

B(M1/E2→ 5/2+1 ) = 0.000365/0.17 W.u. (δ = −0.12),

B(M1/E2→ 7/2+1 ) = 0.00046/0.32 W.u. (δ = +0.50+0.17

−0.10),log ft = 6.18 (β− from 3/2+), Coul.ex., (3He,d) (α,t)

1/2+1 560 M1/E2→ 3/2+

1 : δ = −0.08, log ft = 7.63 (β− from 3/2+), (3He,d),(α,t)

5/2+3 1112 M1/E2→ 5/2+

2 : δ = +0.10, M1/E2→ 5/2+1 : δ = +0.56+0.24

−0.14,M1/E2→ 7/2+

1 : δ = +0.06, log ft = 5.75 (β− from 3/2+), (3He,d),(α,t)

1/2+2 1210 log ft = 8.54 (β− from 3/2+), (3He,d), (α,t)

1/2+3 1483 (3He,d), (α,t)

1/2+4 1823 (3He,d)

1/2+5 2012 (3He,d)

1/2+6 2208 (3He,d)

1/2+7 2400 (3He,d)

1/2+8 2590 (3He,d)

1/2+9 2790 (3He,d)

1/2+10 2910 (3He,d)

1/2+11 2950 (3He,d)

1/2+12 3200 (3He,d)

1/2+13 3250 (3He,d)

1/2+14 3350 (3He,d)

1/2+15 3450 (3He,d)





Ref. p. 5–167]131

53I

785–61

7/2+1 0

5/2+1 150

?

9/2+1 852

?

?

1/2+1 877

?

11/2−1 1646

?

?

?

1/2+2 1718

11/2−2 1925

?

?




7/2+1 0 8.0207 d log ft = 10.781u (β− from 11/2−), µ = +2.742 µn, Q = −0.40 barn,

(3He,d), (α,t)5/2+

1 150 0.95 ns B(M1→ 7/2+1 ) = 0.0056 W.u., log ft = 6.14 (β− from 3/2+),

µ = +2.8 µn, (3He,d), (α,t)9/2+

1 8521/2+

1 877 log ft = 7.11 (β− from 3/2+), (3He,d)11/2−

1 1646 log ft = 7.71 (β− from 11/2−), (3He,d), (α,t)1/2+

2 1718 (3He,d), (α,t)11/2−

2 1925 log ft = 7.11 (β− from 11/2−)1/2+

3 2175 (3He,d)1/2+

4 2308 (3He,d)1/2+

5 2346 (3He,d)1/2+

6 2744 (3He,d)1/2+

7 2807 (3He,d)1/2+

8 2940 (3He,d)1/2+

9 3040 (3He,d)1/2+

10 3700 (3He,d)





5–62124

54Xe

70[Ref. p. 5–167

0+1 0

2+1 354

?

2+2 847

?

?

4+1 879

?

3+1 1248

?

?

?

0+2 1269

?

?

?

4+2 1438

?

?

?

6+1 1549

?

2+3 1629

?

?

?

?

?

0+3 1690

?

?

?

5+1 1837

?

?

?

6+2 2144

?

?

8+1 2332

?

2+4 2520

?

?

?

?

?

7+1 2575

?

?

?

7−1 2626

?

7+2 2769

?

8−1 2811

?

?

8+2 2913

?

9−1 3112

?

?

10+1 3172

?



Ref. p. 5–167]124

54Xe

705–63



0+1 0 stable log ft = 5.02 (EC from 1+), Coul.ex., (3He,n), (HI,xnγ)2+1 354 33 ps B(E2→ 0+

1 ) = 82 W.u., log ft = 5.18 (EC from 1+), µ = 0.46 µn,Coul.ex., (HI,xnγ)

2+2 847 6.9 ps B(M1/E2→ 2+

1 ) = 0.0003/57 W.u. (δ = 8+7−3),

B(E2→ 0+1 ) = 1.3 W.u., log ft = 6.01 (EC from 1+), (HI,xnγ)

4+1 879 3.5 ps B(E2→ 2+

1 ) = 110 W.u., (HI,xnγ)3+1 1248 6.2 ps B(M1/E2→ 2+

2 ) = 0.018/8 W.u. (δ = +0.32),B(M1/E2→ 2+

1 ) = 0.0019/0.88 W.u. (δ = +0.73),log ft = 7.03 (EC from 1+), (HI,xnγ)

0+2 1269 log ft = 5.61 (EC from 1+), (HI,xnγ)4+2 1438 2.1 ps B(E2→ 2+

2 ) = 71 W.u., (HI,xnγ)6+1 1549 0.9 ps B(E2→ 4+

1 ) = 130 W.u., (HI,xnγ)2+3 1629 log ft = 5.81 (EC from 1+)0+3 1690 log ft = 6.27 (EC from 1+), (3He,n)5+1 1837 3.1 ps B(M1/E2→ 4+

2 ) = 0.016/9 W.u. (δ = +0.35),B(M1/E2→ 4+

1 ) = 0.0010/0.7 W.u. (δ = +1.0),B(E2→ 3+

1 ) = 42 W.u., (HI,xnγ)6+2 2144 4.2 ps B(M1/E2→ 6+

1 ) = 0.0100/5.7 W.u. (δ = −0.54+0.12−0.18),

B(E2→ 4+2 ) = 10.079 W.u., (HI,xnγ)

8+1 2332 1.0 ps B(E2→ 6+

1 ) = 52 W.u., (HI,xnγ)2+4 2520 log ft = 5.47 (EC from 1+)7+1 2575 3.5 ps B(E2→ 5+

1 ) = 15.493 W.u., (HI,xnγ)7−1 2626 102 ps (HI,xnγ)7+2 2769 M1/(E2)→ 6+

2 : δ = +0.05, (HI,xnγ)8−1 2811 0.75 ns M1/E2→ 7−

1 : δ = −0.14, (HI,xnγ)8+2 2913 (HI,xnγ)9−1 3112 21 ps B(M1/E2→ 8−

1 ) = 0.010/100 W.u. (δ = −1.1+0.7−1.1),

B(E2→ 7−1 ) = 11 W.u., (HI,xnγ)

10+1 3172 1.5 ps B(E2→ 8+

1 ) = 24 W.u., (HI,xnγ)





5–64126

54Xe

72[Ref. p. 5–167

0+1 0

2+1 389

?

2+2 880

?

?

4+1 942

?

0+2 1314

?

?

3+1 1318

?

?

?

4+2 1488

?

?

?

?

6+1 1635

?

2+3 1679

?

?

?

?

?

?

0+3 1761

?

4+3 1903

?

?

?

?

5+1 1904

?

?

?

4+4 2042

?

?

?

2+4 2086

?

?

?

6+2 2214

?

?

?

?

5+2 2363

??

?

?

?

8+1 2436

?

0+4 2553

?

6−1 2562

?

?

7−1 2592

?

?

?

7+1 2661

?

?

7−2 2881

?

9−1 3219

?

9−2 3294

?

10+1 3314

?

10+2 3360

?

10−1 3446

11−1 3783

?

12+1 3885

?

?

14+1 4620

?



Ref. p. 5–167]126

54Xe

725–65



0+1 0 stable log ft = 9.751u (β− from 2−), log ft = 5.071 (β+ from 1+), Coul.ex.,

(p,2nγ), (3He,n), (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)2+1 389 41.3 ps B(E2→ 0+

1 ) = 40.5 W.u., log ft = 7.841 (β− from 2−),log ft = 5.16 (β+ from 1+), µ = +0.74 µn, Coul.ex., (p,2nγ),(3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)

2+2 880 M1/E2→ 2+

1 : δ = +9.1+4.3−2.3, log ft = 7.35 (β− from 2−),

log ft = 5.80 (β+ from 1+), (p,2nγ), (3He,3nγ), (α,nγ), (α,4nγ),(13C,3nγ)

4+1 942 log ft = 7.9 (β+ from 1+), (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)0+2 1314 log ft = 5.39 (β+ from 1+), (α,nγ)3+1 1318 E2/M1→ 2+

2 : δ = +10.2+6.0−2.5, E2/M1→ 2+

1 : δ = +1.6, (α,nγ),(p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)

4+2 1488 (p,2nγ), (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)6+1 1635 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)2+3 1679 log ft = 5.57 (β+ from 1+), (α,nγ)0+3 1761 log ft = 7.28 (β+ from 1+), (3He,n)4+3 1903 M1/E2→ 4+

2 : δ = +9+5.0−0.4, M1/E2→ 4+

1 : δ = +0.49, (α,nγ)5+1 1904 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)4+4 2042 (α,nγ)2+4 2086 log ft = 6.80 (β+ from 1+)6+2 2214 (p,2nγ), (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)5+2 2363 (3He,3nγ), (α,nγ), (α,4nγ)8+1 2436 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)0+4 2553 log ft = 8.8 (β+ from 1+), (3He,n)6−1 2562 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)7−1 2592 1.9 ns (3He,3nγ), (α,4nγ), (13C,3nγ)7+1 2661 (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)7−2 2881 (13C,3nγ)9−1 3219 (13C,3nγ)9−2 3294 (13C,3nγ)10+

1 3314 (3He,3nγ), (α,4nγ), (13C,3nγ)10+

2 3360 (3He,3nγ), (α,4nγ), (13C,3nγ)10−

1 3446 (13C,3nγ)11−

1 3783 (13C,3nγ)12+

1 3885 (3He,3nγ), (α,4nγ), (13C,3nγ)14+

1 4620 (3He,3nγ), (α,4nγ), (13C,3nγ)





5–66127

54Xe

73[Ref. p. 5–167

1/2+1 0

3/2+1 125

?

9/2−1 297

?

3/2+2 322

?

?

7/2+1 342

?

?

5/2+1 375

?

?

?

1/2+2 412

?

?

?

7/2+2 530

?

?

3/2+3 587

?

?

?

?

?

7/2+3 712

?

?

?

?

5/2+2 805

?

?

?

3/2+4 930

?

?

3/2+5 931

?

?

?

?

?

?

?

11/2+1 1081

?

?

3/2+6 1306

?

?

?

?

?

?

?

?

?

3/2+7 1535

?

?

?

?

?

?

?

?

?

15/2+1 1752

?




1/2+1 0 36.4 d log ft = 6.53 (β+ from 1/2+), µ = −0.5039 µn, (p,nγ), (3He,n),

(3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)3/2+

1 125 0.28 ns B(M1/E2→ 1/2+1 ) = 0.0276/17 W.u. (δ = +0.12),

log ft = 6.791 (β+ from 1/2+), (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ),(α,3nγ), (HI,xnγ)

9/2−1 297 69.2 s B(E3→ 3/2+

1 ) = 0.00156 W.u., (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ),(HI,xnγ)

3/2+2 322 M1/E2→ 3/2+

1 : δ = −0.005, M1/E2→ 1/2+1 : δ = −0.90,

log ft = 7.69 (β+ from 1/2+), (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ),(α,3nγ)

7/2+1 342 36.7 ns B(E1→ 9/2−

1 ) = 9× 10−6 W.u., B(E2→ 3/2+1 ) = 0.51 W.u.,

µ = +0.850 µn, (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)5/2+

1 375 M1/E2→ 3/2+1 : δ = −2.06, (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ),

(α,3nγ)1/2+

2 412 M1/E2→ 3/2+2 : δ = 0.00, M1/E2→ 3/2+

1 : δ = +0.55,log ft = 5.558 (β+ from 1/2+) (p,nγ)

7/2+2 530 M1/E2→ 5/2+

1 : δ = −0.07, (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ),(HI,xnγ)

3/2+3 587 M1/E2→ 3/2+

2 : δ = +1.1, M1/E2→ 3/2+1 : δ = +0.6,

M1/E2→ 1/2+1 : δ < 0.9, log ft = 6.308 (β+ from 1/2+), (p,nγ),

(3He,4nγ), (α,nγ)7/2+

3 712 2 ns (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ)5/2+

2 805 M1/E2→ 5/2+1 : δ = −0.28, (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ)

3/2+4 930 (p,nγ)

3/2+5 931 M1/E2→ 3/2+

1 : δ = +0.14, M1/E2→ 1/2+1 : δ < 0.5,

log ft = 6.988 (β+ from 1/2+)11/2+

1 1081 (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)3/2+

6 1306 log ft = 7.022 (β+ from 1/2+), (p,nγ)3/2+

7 1535 log ft = 6.674 (β+ from 1/2+), (p,nγ), (α,nγ)15/2+

1 1752 (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)





Ref. p. 5–167]128

54Xe

745–67

0+1 0

2+1 443

?

2+2 969

?

?

4+1 1033

?

3+1 1430

?

?

?

0+2 1583

?

?

4+2 1603

?

?

?

6+1 1737

?

0+3 1877

?

5+1 1996

?

?

?

2+3 2000

?

?

?

?

4+3 2023

?

?

?

?

5−1 2229

?

?

?

2+4 2273

?

?

?

6+2 2281

?

?

6−1 2501

?

?

8+1 2513

?

7−1 2583

?

?

0+4 2599

?

?

6−2 2720

?

7+1 2730

?

8−1 2787

?

?

8−2 3050

?

10+1 3196

?



5–68128

54Xe

74[Ref. p. 5–167



0+1 0 stable log ft = 6.088 (β− from 1+), log ft = 4.847 (β+ from 1+), Coul.ex.,

(3He,n), (3He,3nγ), (α,nγ)2+1 443 21.3 ps B(E2→ 0+

1 ) = 36 W.u., log ft = 6.37 (β− from 1+),log ft = 5.093 (β+ from 1+), µ = +0.82 µn, Coul.ex., (3He,n),(3He,3nγ), (α,nγ)

2+2 969 M1/E2→ 2+

1 : δ = +5.7+2.4−1.7, log ft = 6.63 (β− from 1+),

log ft = 5.832 (β+ from 1+), (3He,3nγ), (α,nγ)4+1 1033 (3He,3nγ), (α,nγ)3+1 1430 M1/E2→ 4+

1 : δ > 0.11, log ft = 7.44 (β+ from 1+), (3He,3nγ), (α,nγ)0+2 1583 log ft = 7.63 (β− from 1+), log ft = 5.583 (β+ from 1+), (3He,3nγ),

(α,nγ)4+2 1603 (3He,3nγ), (α,nγ)6+1 1737 (3He,3nγ), (α,nγ)0+3 1877 log ft = 7.74 (β− from 1+), log ft = 7.49 (β+ from 1+), (3He,n),

(3He,3nγ), (α,nγ)5+1 1996 (3He,3nγ), (α,nγ)2+3 2000 log ft = 6.10 (β+ from 1+), (3He,3nγ), (α,nγ)4+3 2023 (3He,3nγ), (α,nγ)5−1 2229 (3He,3nγ), (α,nγ)2+4 2273 log ft = 6.24 (β+ from 1+), (3He,3nγ), (α,nγ)6+2 2281 (3He,3nγ), (α,nγ)6−1 2501 (3He,3nγ), (α,nγ)8+1 2513 (3He,3nγ), (α,nγ)7−1 2583 (3He,3nγ), (α,nγ)0+4 2599 log ft = 5.70 (β+ from 1+)6−2 2720 M1/E2→ 5−

1 : δ = −1.2, (3He,3nγ), (α,nγ)7+1 2730 (3He,3nγ), (α,nγ)8−1 2787 63 ns B(M1→ 7−

1 ) = 1.5× 10−5 W.u., B(E2→ 6−1 ) = 0.074 W.u.,

µ = −0.29 µn, (3He,3nγ), (α,nγ)8−2 3050 (3He,3nγ), (α,nγ)10+

1 3196 (3He,3nγ), (α,nγ)3−1 3530 (3He,n)





Ref. p. 5–167]129

54Xe

745–69

1/2+1 0

3/2+1 40

?

11/2−1 236

?

3/2+2 318

?

?

5/2+1 322

?

?

1/2+2 411

?

?

?

?

7/2+1 519

?

?

5/2+2 573

?

?

?

?

3/2+3 589

?

?

?

?

?

3/2+4 904

?

?

?

?

?




1/2+1 0 stable log ft = 6.24 (EC from 1/2+), µ = −0.778 µn, Coul.ex., (HI,xnγ)

3/2+1 40 0.97 ns B(M1/E2→ 1/2+

1 ) = 0.0275/8 W.u. (δ = −0.027),log ft = 13.49 (β− from 7/2+), log ft = 7.28 (EC from 1/2+),µ = +0.58 µn, Q = −0.41 barn, Coul.ex., (HI,xnγ)

11/2−1 236 8.88 d B(M4→ 3/2+

1 ) = 1.74 W.u., µ = −0.891 µn, (HI,xnγ)3/2+

2 318 67.5 ps B(M1/E2→ 3/2+1 ) = 0.00254/21.7 W.u. (δ = +0.8),

B(M1/E2→ 1/2+1 ) = 0.0055/5 W.u. (δ = −1.1+1.3

−2.2),log ft = 7.10 (EC from 1/2+), Coul.ex., (HI,xnγ)

5/2+1 322 44.0 ps B(M1/E2→ 3/2+

1 ) = 0.0098/56 W.u. (δ = −0.7+0.4−0.7),

B(E2→ 1/2+1 ) = 20.8 W.u., Coul.ex., (HI,xnγ)

1/2+2 411 81 ps B(M1/E2→ 3/2+

1 ) = 0.0015/6.8 W.u. (δ = +0.97),B(M1→ 3/2+

2 ) = 0.0039 W.u., B(M1→ 1/2+1 ) = 0.0016 W.u.,

log ft = 5.60 (EC from 1/2+), Coul.ex., (HI,xnγ)7/2+

1 519 M1/(E2)→ 5/2+1 : δ = −0.03, Coul.ex., (HI,xnγ)

5/2+2 573 2.0 ps Coul.ex., (HI,xnγ)

3/2+3 589 ≤ 65 ps B(M1/E2→ 1/2+

2 ) > 0.0025/5.8 W.u. (δ = +0.44),B(M1)→ 5/2+

1 ) > 0.0005 W.u., B(E2)→ 5/2+1 ) > 4.6 W.u.,

B(M1)→ 3/2+2 ) > 0.00037 W.u., B(E2)→ 3/2+

2 ) > 3.4 W.u.,B(M1)→ 3/2+

1 ) > 0.00071 W.u., B(E2)→ 3/2+1 ) > 1.6 W.u.,

B(M1)→ 1/2+1 ) > 0.0001 W.u., B(E2)→ 1/2+

1 ) > 0.2 W.u.,log ft = 6.40 (EC from 1/2+), Coul.ex., (HI,xnγ)

3/2+4 904 log ft = 7.45 (EC from 1/2+), Coul.ex.





5–70130

54Xe

76[Ref. p. 5–167

0+1 0

2+1 536

?

2+2 1122

?

?

4+1 1205

?

3+1 1633

?

?

?

0+2 1794

?

?

?

6+1 1944

?

0+3 2017

?

?

?

5+1 2362

?

?

?

8+1 2697

?

10+1 2972

?

10+2 3461

?

?

12+1 3693

?




0+1 0 stable log ft = 5.099 (EC from 1+), Coul.ex., (γ, γ), (n,γ), (3He,n),

(3He,3nγ), (α,2nγ), (α,4nγ)2+1 536 8.6 ps B(E2→ 0+

1 ) = 38 W.u., log ft = 6.66 (β− from 2+),log ft = 6.35 (EC from 1+), µ = +0.66 µn, Coul.ex., (γ, γ), (n,γ),(3He,3nγ), (α,2nγ), (α,4nγ)

2+2 1122 M1/E2→ 2+

1 : δ = +3.75, log ft = 7.27 (β− from 2+),log ft = 7.5 (EC from 1+), (n,γ), (3He,3nγ), (α,2nγ), (α,4nγ)

4+1 1205 log ft = 9.53 (β− from 5+), (n,γ), (3He,3nγ), (α,2nγ), (α,4nγ)3+1 1633 log ft = 8.99 (β− from 2+), (n,γ), (3He,3nγ), (α,2nγ)0+2 1794 log ft = 7.05 (EC from 1+), (n,γ)6+1 1944 log ft = 6.56 (β− from 5+), (3He,3nγ), (α,2nγ), (α,4nγ)0+3 2017 log ft = 6.21 (EC from 1+), (n,γ), (3He,n)5+1 2362 9.4 ps B(M1/E2→ 6+

1 ) = 0.020/13 W.u. (δ = −0.42),B(E2→ 3+

1 ) = 0.0017 W.u., log ft = 5.77 (β− from 5+), (3He,3nγ),(α,2nγ)

8+1 2697 (3He,3nγ), (α,2nγ), (α,4nγ)10+

1 2972 5.17 ns B(E2→ 8+1 ) = 1.63 W.u., µ = −1.58 µn, (3He,3nγ), (α,2nγ), (α,4nγ)

10+2 3461 (3He,3nγ), (α,2nγ), (α,4nγ)

12+1 3693 (3He,3nγ), (α,2nγ), (α,4nγ)





Ref. p. 5–167]131

54Xe

775–71

3/2+1 0

1/2+1 80

?

11/2−1 164

?

9/2−1 341

?

5/2+1 364

?

?

3/2+2 405

?

?

7/2+1 637

?

?

?

?

7/2−1 667

?

?

?

3/2+3 700

?

?

?

?

5/2+2 723

?

?

?

?

?

15/2−1 806

?

7/2+2 973

?

?

?

11/2+1 1397

?

17/2−1 1601

?

19/2−1 1616

?

19/2+1 1805

?

?



5–72131

54Xe

77[Ref. p. 5–167



3/2+1 0 stable log ft = 5.54 (EC from 5/2+), µ = +0.692 µn, Q = −0.120 barn,

Coul.ex., (γ, γ), (α,nγ), (α,3nγ)1/2+

1 80 0.48 ns B(M1/E2→ 3/2+1 ) = 0.0346/0.95 W.u. (δ = 0.0165), Coul.ex., (γ, γ),

(α,nγ), (α,3nγ)11/2−

1 164 11.84 d B(M4→ 3/2+1 ) = 2.76 W.u., log ft = 9.7391u (β− from 7/2+),

µ = −0.994 µn, (α,nγ), (α,3nγ)9/2−

1 341 1.6 ns B(M1/E2→ 11/2−1 ) = 0.0001/39 W.u. (δ = −4.3),

log ft = 9.95 (β− from 7/2+), (α,nγ), (α,3nγ)5/2+

1 364 69 ps B(M1/E2→ 3/2+1 ) = 0.00037/27.5 W.u. (δ = −3.90),

B(E2→ 1/2+1 ) = 7.62 W.u., log ft = 6.641 (β− from 7/2+), Coul.ex.,

(γ, γ), (α,nγ), (α,3nγ)3/2+

2 405 18 ps B(M1/E2→ 1/2+1 ) = 0.006/20 W.u. (δ = −0.8),

B(M1/E2→ 3/2+1 ) = 0.006/26 W.u. (δ = +1.0), Coul.ex., (α,nγ),

(α,3nγ)7/2+

1 637 6.1 ps B(M1/E2→ 5/2+1 ) = 0.00124/1.6 W.u. (δ = −0.38),

B(E2→ 3/2+2 ) = 1.52 W.u., B(E2→ 3/2+

1 ) = 22.2 W.u.,B(E1→ 9/2−

1 ) = 4.1× 10−7 W.u., log ft = 6.862 (β− from 7/2+),Coul.ex., (γ, γ), (α,nγ), (α,3nγ)

7/2−1 667 < 0.5 ns M1/E2→ 9/2−

1 : δ = −0.23, log ft = 7.777 (β− from 7/2+), (α,nγ),(α,3nγ)

3/2+3 700 Coul.ex., (α,nγ), (α,3nγ)

5/2+2 723 0.53 ps B(M1/E2→ 3/2+

2 ) = 0.047/4 W.u. (δ = −0.11),B(M1/E2→ 3/2+

1 ) = 0.090/4.8 W.u. (δ = +0.207),B(E2→ 1/2+

1 ) = 25.7 W.u., log ft = 6.983 (β− from 7/2+), Coul.ex.,(γ, γ), (α,nγ), (α,3nγ)

15/2−1 806 (α,nγ), (α,3nγ)

7/2+2 973 4.9 ps B(E2→ 3/2+

1 ) = 1.6 W.u., Coul.ex., (α,nγ), (α,3nγ)11/2+

1 1397 (α,nγ), (α,3nγ)17/2−

1 1601 (α,nγ), (α,3nγ)19/2−

1 1616 (α,nγ), (α,3nγ)19/2+

1 1805 14 ns B(E1→ 19/2−1 ) = 2.4×10−6 W.u., B(E1→ 17/2−

1 ) = 1.9×10−7 W.u.,(α,nγ), (α,3nγ)





Ref. p. 5–167]132

54Xe

785–73

0+1 0

2+1 668

?

2+2 1298

?

?

4+1 1440

?

3+1 1804

?

?

?

4+2 1963

?

?

2+3 1986

?

?

?

4+3 2110

?

?

?

?

?

6+1 2112

?

5+1 2167

?

2+4 2187

?

?

?

5+2 2351

?

?

?

?

4+4 2395

?

?

?

?

?

?

3+2 2425

?

?

?

?

5+3 2584

?

?

?

?

?

5+4 2613

?

?

?

?

?

3+3 2670

?

?

?

?

?

?

5+5 2839

?

?

??

?

?




0+1 0 stable Coul.ex., (γ, γ), (n,γ), (3He,n), (α,2nγ)2+1 668 4.7 ps B(E2→ 0+

1 ) = 22.6 W.u., log ft = 6.682 (EC from 2+), µ = +0.76 µn,Coul.ex., (γ, γ), (n,γ), (α,2nγ)

2+2 1298 M1/E2→ 2+

1 : δ = +4.07, log ft = 8.73 (EC from 2+), (n,γ), (α,2nγ)4+1 1440 log ft = 7.44 (β− from 4+), (n,γ), (α,2nγ)3+1 1804 M1/E2→ 4+

1 : δ = +1.1, M1/E2→ 2+2 : δ = +7.5,

M1/E2→ 2+1 : δ = +0.34, log ft = 8.6 (β− from 4+),

log ft = 7.18 (EC from 2+), (n,γ)4+2 1963 M1/E2→ 4+

1 : δ = −0.09, log ft = 7.14 (β− from 4+),(n,γ), (α,2nγ)

2+3 1986 (M1/E2)→ 2+

1 : δ = −0.16, log ft = 6.65 (EC from 2+), (n,γ)4+3 2110 log ft = 7.12 (β− from 4+), (n,γ)6+1 21125+1 2167 log ft = 8.1 (β− from 4+), (n,γ), (α,2nγ)2+4 2187 (n,γ)5+2 2351 M1/E2→ 4+

1 : δ = −1.27, log ft = 7.88 (β− from 4+), (n,γ)4+4 2395 M1/E2→ 4+

3 : δ = −0.26, M1/E2→ 4+2 : δ = +0.06,

M1/E2→ 4+1 : δ = −0.07, log ft = 6.45 (β− from 4+), (n,γ)

3+2 2425 M1/E2→ 4+

1 : δ = −0.28, M1/E2→ 2+1 : δ = +0.10,

log ft = 7.28 (β− from 4+), (n,γ)5+3 2584 M1/E2→ 5+

1 : δ = −1.70, M1/E2→ 4+1 : δ = −0.20,

log ft = 6.93 (β− from 4+)5+4 2613 M1/E2→ 5+

2 : δ = −0.16, M1/E2→ 4+2 : δ = −0.36,

M1/E2→ 4+1 : δ = −0.57, log ft = 6.48 (β− from 4+)

3+3 2670 M1/E2→ 2+

2 : δ = −0.13, M1/E2→ 2+1 : δ = −0.73,

log ft = 6.74 (β− from 4+), (n,γ)5+5 2839 M1/E2→ 4+

1 : δ = +0.07, log ft = 5.86 (β− from 4+)





5–74133

54Xe

79[Ref. p. 5–167

3/2+1 0

11/2−1 233

?

1/2+1 263

?

5/2+1 530

?

?

3/2+2 680

?

?

?

15/2−1 929

?

5/2+2 1052

?

?

?

?

5/2+3 1298

?

?

?

?

?

5/2+4 1350

?

?

?

?

9/2+1 1386

?

5/2+5 1590

?

?

?

?

?

19/2−1 1876

?



[keV] Refs. [95R, 97A, 99BNL]

3/2+1 0 5.243 d µ = +0.813 µn, Q = +0.145 barn, (d,t), (α,nγ), 2H(132Xe,p)

11/2−1 233 2.19 d B(M4→ 3/2+

1 ) = 3.1 W.u., log ft = 9.941u (β− from 7/2+),µ = −1.082 µn, (d,t), (α,nγ)

1/2+1 263 (d,t), (α,nγ)

5/2+1 530 M1/(E2)→ 3/2+

1 : δ = +1.85, log ft = 6.82 (β− from 7/2+), (α,nγ)3/2+

2 680 M1/(E2)→ 1/2+1 : δ = +1.0, (α,nγ)

15/2−1 929 (α,nγ)

5/2+2 1052 log ft = 8.06 (β− from 7/2+), (α,nγ)

5/2+3 1298 M1/E2→ 3/2+

1 : δ = +4.2, log ft = 6.64 (β− from 7/2+)5/2+

4 1350 M1/E2→ 5/2+1 : δ = +0.8, log ft = 7.45 (β− from 7/2+), (α,nγ)

9/2+1 1386 log ft = 6.82 (β− from 7/2+), (α,nγ)

5/2+5 1590 log ft = 6.2 (β− from 7/2+), (α,nγ), 2H(132Xe,p)

19/2−1 1876 (α,nγ)





Ref. p. 5–167]134

54Xe

805–75

0+1 0

2+1 847

?

2+2 1614

?

?

4+1 1731

?

3+1 1920

?

?

7−1 1966

?

5+1 2137

?

?

4+2 2272

?

?

4+3 2353

?

?

?

4+4 2588

?

?

?

?

4+5 2867

?

?

?

?

?

?

?




0+1 0 stable Coul.ex., (d,6Li)2+1 847 1.9 ps log ft = 13.03 (EC from 4+), µ = +1.02 µn, Coul.ex., (d,6Li)2+2 1614 M1/E2→ 2+

1 : δ = −2.4,4+1 1731 log ft = 7.42 (β− from 4+),3+1 1920 M1/E2→ 2+

1 : δ = +0.16, log ft = 7.86 (β− from 4+)7−1 1966 290 ms log ft = 7.05 (β− from (8−))5+1 2137 M1/E2→ 4+

1 : δ = +0.8+0.7−0.4, log ft > 8.4 (β− from 4+)

4+2 2272 M1/E2→ 4+

1 : δ = −1.92, log ft = 7.87 (β− from 4+)4+3 2353 M1/(E2)→ 3+

1 : δ = +0.08, M1/E2→ 4+1 : δ = −0.76,

log ft = 6.96 (β− from 4+)4+4 2588 M1/E2→ 4+

1 : δ = −0.64, log ft = 6.55 (β− from 4+)4+5 2867 M1/E2→ 4+

3 : δ = −0.32, M1/E2→ 3+1 : δ = −0.4,

M1/E2→ 4+1 : δ = +0.48, log ft = 5.95 (β− from 4+)





5–76136

54Xe

82[Ref. p. 5–167

0+1 0

2+1 1313

?

4+1 1694

?

6+1 1892

?

6+2 2262

?

2+2 2290

?

?

2+3 2415

?

?

4+2 2560

?

?

?

0+2 2582

?

4+3 2608

?

?

?

2+4 2634

?

?

?

?

2+5 2979

?

?

3−1 3275

?

0+3 4320

?




0+1 0 > 210 Ey log ft ≈ 8.4 (β− from 1−), Coul. ex., (p,p′), (136Xe,136Xe′γ),

SF decay, (n,F)2+1 1313 0.41 ps B(E2→ 0+

1 ) = 9 W.u., log ft = 7.04 (β− from 1−), Coul. ex., (p,p′),(136Xe,136Xe′γ), SF decay, (n,F)

4+1 1694 1.32 ns B(E2→ 2+

1 ) = 1.25 W.u., log ft ≥ 9.31u (β− from (6−)), µ = +3.2 µn,(p,p′), (136Xe,136Xe′γ), SF decay, (n,F)

6+1 1892 2.95 µs B(E2→ 4+

1 ) = 0.0132 W.u., log ft = 6.42 (β− from (6−)), (p,p′),(136Xe,136Xe′γ), SF decay, (n,F)

6+2 2262 < 1.4 ns B(M1→ 6+

1 ) > 0.0003 W.u., log ft = 7.02 (β− from (6−)), (p,p′)2+2 2290 log ft = 7.14 (β− from 1−), (p,p′)2+3 2415 log ft = 7.3 (β− from 1−), (p,p′)4+2 2560 log ft = 7.63 (β− from 1−), (p,p′)0+2 2582 log ft ≈ 9 (β− from 1−)4+3 2608 < 2.1 ns B(E2→ 6+

2 ) > 0.40 W.u., log ft = 8.821u (β− from (6−))2+4 2634 log ft = 6.46 (β− from 1−), (p,p′)2+5 2979 log ft = 8.35 (β− from 1−), (p,p′)3−1 3275 (p,p′)0+3 4320





Ref. p. 5–167]131

55Cs

765–77

5/2+1 0

7/2+1 79

?

1/2+1 124

?

5/2+2 134

?

?

3/2+1 216

?

?

?

?

3/2+2 373

?

?

?

?

?

9/2+1 496

?

3/2+3 585

?

?

?

?

?

11/2+1 615

?

1/2+2 620

?

?

?

?

?

3/2+4 696

?

?

?

?

3/2+5 1048

?

?

?

?

?

?

?

?

?

13/2+1 1147

?

15/2+1 1323

?

17/2+1 1927

?




5/2+1 0 9.689 d µ = +3.543 µn, Q = −0.575 barn, (p,t), (6Li,3nγ), (10B,3nγ)

7/2+1 79 9.4 ns B(M1/E2→ 5/2+

1 ) = 0.00169/0.64 W.u. (δ = 0.060), (p,t),(6Li,3nγ), (10B,3nγ)

1/2+1 124 3.75 ns B(E2→ 5/2+

1 ) = 69.6 W.u., log ft = 8.53 (EC from 1/2+)5/2+

2 134 8.7 ns B(M1/E2→ 5/2+1 ) = 0.00036/3.47 W.u. (δ = +0.51),

B(E2→ 7/2+1 ) = 67 W.u. (δ ≥ 4), µ = +1.86 µn, (p,t)

3/2+1 216 ≤ 0.2 ns B(M1/E2→ 1/2+

1 ) > 0.0033/4.5 W.u. (δ = 0.19),B(M1/E2→ 5/2+

2 ) > 4.1× 10−5/3.9 W.u.,B(M1/E2→ 5/2+

1 ) > 0.0092/0.092 W.u. (δ = +0.07),B(E2→ 7/2+

1 ) > 2.3 W.u., log ft = 7.413 (EC from 1/2+), (p,t)3/2+

2 373 ≤ 0.25 ns B(M1/E2→ 3/2+1 ) > 7.8× 10−5/0.092 W.u.,

B(M1/E2→ 5/2+2 ) > 0.00068/0.12 W.u. (δ = −0.25),

B(M1/E2→ 1/2+1 ) > 0.00053/2.0 W.u. (δ = +0.63),

B(M1/E2→ 5/2+1 ) > 0.00045/1.5 W.u. (δ = −0.9),

B(E2→ 7/2+1 ) > 0.21 W.u., log ft = 7.314 (EC from 1/2+), (p,t)

9/2+1 496 (6Li,3nγ), (10B,3nγ)

3/2+3 585 log ft = 8.286 (EC from 1/2+)

11/2+1 615 (p,t), (6Li,3nγ), (10B,3nγ)

1/2+2 620 < 0.15 ns B(M1/E2→ 3/2+

2 ) > 5.8× 10−5/0.62 W.u.,B(M1/E2→ 3/2+

1 ) > 2.4× 10−5/0.046 W.u. (δ = +0.8),B(E2→ 5/2+

2 ) > 0.14 W.u., B(M1→ 1/2+1 ) > 0.0011 W.u.,

B(E2→ 5/2+1 ) > 0.028 W.u., log ft = 6.625 (EC from 1/2+)

3/2+4 696 M1/E2→ 3/2+

1 : δ = +0.21, log ft = 8.518 (EC from 1/2+), (p,t)3/2+

5 1048 M1/E2→ 3/2+1 : δ = −0.31+0.21

−0.46, log ft = 7.124 (EC from 1/2+)13/2+

1 1147 (6Li,3nγ), (10B,3nγ)15/2+

1 1323 (6Li,3nγ), (10B,3nγ)17/2+

1 1927 (6Li,3nγ), (10B,3nγ)





5–78133

55Cs

78[Ref. p. 5–167

7/2+1 0

5/2+1 81

?

5/2+2 161

?

?

3/2+1 384

?

?

?

1/2+1 437

?

?

?

11/2+1 633

?

3/2+2 640

?

?

?

9/2+1 706

?

?

9/2+2 768

?

?

7/2+2 872

?

?

15/2+1 1430

?

19/2+1 2295

?




7/2+1 0 stable µ = +2.582 µn, Q = −0.00371 barn, Coul.ex., (n,n′γ), (6Li,3nγ)

5/2+1 81 6.28 ns B(M1/E2→ 7/2+

1 ) = 0.00237/5.25 W.u. (δ = −0.151),log ft = 5.615 (β− from 3/2+), log ft > 9.9 (EC from 1/2+),µ = +3.45 µn, Q = −0.33 barn, Coul.ex., (n,n′γ), (6Li,3nγ)

5/2+2 161 172 ps B(M1/E2→ 5/2+

1 ) = 0.077/120 W.u. (δ = 0.124),B(M1/E2→ 7/2+

1 ) = 0.00117/27 W.u. (δ = 0.96),log ft = 7.33 (β− from 3/2+), log ft > 10.7 (EC from 1/2+),µ = +2.0 µn, Coul.ex., (n,n′γ)

3/2+1 384 21 ps B(M1/E2→ 5/2+

2 ) = 0.00145/0.24 W.u. (δ = −0.114),B(M1→ 5/2+

1 ) = 0.024 W.u. (δ = 0.022),B(E2→ 7/2+

1 ) = 25 W.u., log ft = 6.91 (β− from 3/2+),log ft = 8.06 (EC from 1/2+), Coul.ex., (n,n′γ), (6Li,3nγ)

1/2+1 437 ≤ 150 ps M1/E2→ 3/2+

1 : δ = −0.15, log ft = 6.68 (EC from 1/2+), Coul.ex.,(n,n′γ)

11/2+1 633 5.4 ps B(E2→ 7/2+

1 ) = 25.7 W.u., log ft = 8.11 (EC from 11/2−),Coul.ex., (n,n′γ), (6Li,3nγ)

3/2+2 640 0.76 ps B(E2→ 7/2+

1 ) = 4.2 W.u., Coul.ex., (n,n′γ)9/2+

1 706 B(E2→ 7/2+1 ) = 2.4 W.u., Coul.ex., (n,n′γ), (6Li,3nγ)

9/2+2 768 2.0 ps B(E2→ 5/2+

2 ) = 7.0 W.u., B(E2→ 7/2+1 ) = 16.7 W.u., Coul.ex.,

(n,n′γ), (6Li,3nγ)7/2+

2 872 1.2 ps Coul.ex., (n,n′γ)15/2+

1 1430 (6Li,3nγ)19/2+

1 2295 (6Li,3nγ)





Ref. p. 5–167]134

55Cs

795–79

4+1 05+1 11

?

8−1 139

?

?

4−1 194

?

6−1 257

?

?

?

7−1 344

?

?

4+2 377

?

6−2 383

?

?

5−1 450

?

?

?

?

4−2 571

?

?

4−3 644

?

?

?

4−4 753

?

?

?

?

5−2 1239

?

?

?




4+1 0 2.0648 y µ = +2.9937 µn, Q = +0.389 barn, (n,γ), (d,p), (t,α)5+1 11 46.6 ns B(M1/E2→ 4+

1 ) = 0.00363/4.6 W.u. (δ = 0.016),µ = +3.35 µn, (n,γ), (d,p), (t,α)

8−1 139 2.903 h B(E3→ 5+

1 ) = 2.5× 10−5 W.u., B(M4→ 4+1 ) = 2.3 W.u.,

µ = +1.0978 µn, Q = +0.98 barn, (n,γ), (d,p)4−1 194 (n,γ), (d,p)6−1 257 12.3 ns B(E2→ 4−

1 ) = 8 W.u., B(E2→ 8−1 ) = 12.9 W.u.,

B(E1→ 5+1 ) = 5.3× 10−7 W.u., (n,γ), (d,p)

7−1 344 M1/E2→ 6−

1 : δ = 0.3, (n,γ), (d,p), (t,α)4+2 377 (n,γ), (d,p)6−2 383 M1/E2→ 7−

1 : δ < 0.03, (n,γ)5−1 450 M1/E2→ 6−

2 : δ < 0.05, (n,γ)4−2 571 M1/E2→ 5−

1 : δ < 0.3, (n,γ)4−3 644 (n,γ), (d,p)4−4 753 (n,γ), (d,p), (t,α)5−2 1239 (n,γ), (t,α)





5–80135

55Cs

80[Ref. p. 5–167

7/2+1 0

5/2+1 250

?

5/2+2 608

?

?

11/2+1 787

?

19/2−1 1633

?




7/2+1 0 2.3 My log ft > 8.51u (β− from 11/2−), µ = +2.7324 µn, Q = +0.05 barn,

(n,γ), (µ−,3nγ)5/2+

1 250 0.28 ns B(M1/E2→ 7/2+1 ) = (0.0023)/(23) W.u. (δ < 1.0),

log ft = 5.92 (β− from 3/2+), (n,γ), (µ−,3nγ)5/2+

2 608 M1/(E2)→ 7/2+1 : δ < 0.5, log ft = 6.63 (β− from 3/2+), (n,γ)

11/2+1 787 log ft = 8.8 (β− from 11/2−), (n,γ)

19/2−1 1633 53 m B(M4→ 11/2+

1 ) = 0.0168 W.u., µ = +2.18 µn, Q = +0.89 barn





Ref. p. 5–167]137

55Cs

825–81

7/2+1 0

5/2+1 455

?

1/2+1 1490

9/2−1 1868

?




7/2+1 0 30.07 y log ft = 6.566 (β− from 7/2−), µ = +2.8413 µn, Q = +0.051 barn,

(µ−,nγ), (d,3He), (3He,d)5/2+

1 455 ≤ 0.1 ns log ft = 6.7 (β− from 7/2−), (µ−,nγ), (d,3He), (3He,d)1/2+

1 1490 (3He,d)9/2−

1 1868 log ft > 8.8 (β− from 7/2−), (3He,d)1/2+

2 2150 (3He,d)





5–82128

56Ba

72[Ref. p. 5–167

0+1 02+1 284

?

4+1 763

?

2+2 885

?

?

3+1 1324

?

?

?

4+2 1372

?

?

?

6+1 1407

?

5+1 1931

?

?

6+2 1939

?

?

5−1 2039

?

?

8+1 2189

?

7−1 2413

?

?

?

8+2 2600

?

?

9−1 2906

?

?

10+1 3082

?

10+2 3346

?

10+3 3522

?

?

12+1 3988

?

12+2 4018

?

?

12+3 4112

?

12+4 4195

?

14+1 4646

?

?




0+1 0 2.43 d (HI,xnγ)2+1 284 100 ps B(E2→ 0+

1 ) = 75.8 W.u., (HI,xnγ)4+1 763 5.1 ps B(E2→ 2+

1 ) = 113 W.u., log ft = 7.0 (β+ from (4−, 5−)), (HI,xnγ)2+2 885 3.3 ps B(E2→ 0+

1 ) = 3.2 W.u., (HI,xnγ)3+1 1324 log ft = 7.2 (β+ from (4−, 5−)), (HI,xnγ)4+2 1372 1.6 ps B(E2→ 2+

2 ) = 100 W.u., B(E2→ 2+1 ) = 1.7 W.u.,

log ft = 6.78 (β+ from (4−, 5−)), (HI,xnγ)6+1 1407 0.90 ps B(E2→ 4+

1 ) = 149 W.u., log ft = 6.76 (β+ from (4−, 5−)), (HI,xnγ)5+1 1931 log ft = 6.95 (β+ from (4−, 5−)), (HI,xnγ)6+2 1939 1.32 ps B(E2→ 4+

2 ) = 145 W.u., B(E2→ 4+1 ) = 1.2 W.u.,

log ft = 6.91 (β+ from (4−, 5−)), (HI,xnγ)5−1 2039 3.1 ps B(E1→ 6+

1 ) = 0.00019 W.u., B(E1→ 4+1 ) = 1.8× 10−5 W.u.,

log ft = 6.31 (β+ from (4−, 5−)), (HI,xnγ)8+1 2189 0.42 ps B(E2→ 6+

1 ) = 120 W.u., (HI,xnγ)7−1 2413 3.5 ps B(E1→ 8+

1 ) = 0.00064 W.u., B(E2→ 5−1 ) = 134 W.u., (HI,xnγ),

B(E1→ 6+1 ) = 5× 10−5 W.u., log ft = 6.83 (β+ from (4−, 5−))

8+2 2600 0.83 ps B(E2→ 6+

2 ) = 120 W.u., B(E2→ 6+1 ) = 1.0 W.u., (HI,xnγ)

9−1 2906 (HI,xnγ)10+

1 3082 0.42 ps B(E2→ 8+1 ) = 62 W.u., (HI,xnγ)

10+2 3346 (HI,xnγ)

10+3 3522 (HI,xnγ)

12+1 3988 (HI,xnγ)

12+2 4018 (HI,xnγ)

12+3 4112 (HI,xnγ)

12+4 4195 (HI,xnγ)

14+1 4646 (HI,xnγ)





Ref. p. 5–167]130

56Ba

745–83

0+1 0

2+1 357

?

4+1 902

?

6+1 1593

?

5+1 2013

?

?

5−1 2168

?

?

8+1 2395

?

8−1 2475

?

?

?

7−1 2568

?

?

9−1 3067

?

?

10+1 3260

?

10+2 3423

?

?

11−1 3659

?

12+1 3990

?

?




0+1 0 stable log ft = 5.36 (β− from 1+), Coul.ex., (α, α′), (HI,xnγ)2+1 357 37 ps B(E2→ 0+

1 ) = 66 W.u., log ft = 6.50 (EC from 3(+)), µ = +0.70 µn,Coul.ex., (α, α′), (HI,xnγ)

4+1 902 log ft = 6.80 (EC from 3(+)), (HI,xnγ)6+1 1593 (HI,xnγ)5+1 2013 (HI,xnγ)5−1 2168 (HI,xnγ)8+1 2395 (HI,xnγ)8−1 2475 11 ms B(E1→ 8+

1 ) = 3.5 × 10−12 W.u., B(E3→ 5+1 ) = 3.5 × 10−3 W.u.,

B(M2/E3→ 6+1 ) = 7.3× 10−8/1.1× 10−4 W.u. (δ = 1.1), (HI,xnγ)

7−1 2568 (HI,xnγ)9−1 3067 (HI,xnγ)10+

1 3260 (HI,xnγ)10+

2 3423 (HI,xnγ)11−

1 3659 (HI,xnγ)12+

1 3990 (HI,xnγ)





5–84131

56Ba

75[Ref. p. 5–167

1/2+1 0

3/2+1 108

?

9/2−1 187

?

3/2+2 285

?

?

11/2−1 287

?

5/2+1 317

?

?

1/2+2 365

?

?

?

7/2+1 543

?

?

13/2−1 706

?

?

9/2+1 803

?

?

15/2−1 898

?

?

11/2+1 1119

?

?

13/2+1 1418

?

?

17/2−1 1458

?

?

1/2+3 1476

?

?

?

19/2−1 1683

?

?

15/2+1 1796

?

?

1/2+4 1820

17/2+1 2122

?

?

21/2−1 2358

?

?

19/2+1 2534

?

?

?

23/2−1 2611

?

?

21/2+1 2862

?

?

25/2−1 3401

?

?

27/2−1 3717

?

?



Ref. p. 5–167]131

56Ba

755–85



1/2+1 0 11.50 d log ft = 6.30 (EC from 3/2+), µ = +0.708 µn, (d,p), (12C,3nγ),

(13C,4nγ)3/2+

1 108 0.35 ns B(M1/E2→ 1/2+1 ) = 0.027/24 W.u. (δ = 0.127),

log ft = 6.27 (EC from 3/2+), (d,p), (12C,3nγ), (13C,4nγ)9/2−

1 187 14.6 m B(E3→ 3/2+1 ) = 0.00087 W.u., µ = −0.870 µn, Q = +1.46 barn,

(d,p), (12C,3nγ), (13C,4nγ)3/2+

2 285 log ft = 6.38 (EC from 3/2+), (d,p), (12C,3nγ), (13C,4nγ)11/2−

1 287 M1/E2→ 9/2−1 : δ = −0.01, (12C,3nγ), (13C,4nγ)

5/2+1 317 M1/E2→ 3/2+

1 : δ = −0.21, log ft = 6.88 (EC from 3/2+), (d,p),(12C,3nγ), (13C,4nγ)

1/2+2 365 M1/E2→ 3/2+

2 : δ = 0.21, log ft = 5.85 (EC from 3/2+), (d,p)7/2+

1 543 M1/E2→ 5/2+1 : δ = −0.23, log ft ≥ 8.2 (EC from 3/2+), (12C,3nγ),

(13C,4nγ)13/2−

1 706 M1/E2→ 11/2−1 : δ = −0.32, (12C,3nγ), (13C,4nγ)

9/2+1 803 (12C,3nγ), (13C,4nγ)

15/2−1 898 M1/E2→ 13/2−

1 : δ = −0.24, (12C,3nγ), (13C,4nγ)11/2+

1 1119 (12C,3nγ), (13C,4nγ)13/2+

1 1418 M1/E2→ 11/2+1 : δ = −0.19, (12C,3nγ), (13C,4nγ)

17/2−1 1458 M1/E2→ 15/2−

1 : δ = −0.42, (12C,3nγ), (13C,4nγ)1/2+

3 1476 log ft = 7.45 (EC from 3/2+), (d,p)19/2−

1 1683 M1/E2→ 17/2−1 : δ = −0.19, (12C,3nγ), (13C,4nγ)

15/2+1 1796 (12C,3nγ), (13C,4nγ)

1/2+4 1820 (d,p)

17/2+1 2122 (12C,3nγ), (13C,4nγ)

21/2−1 2358 M1/E2→ 19/2−

1 : δ = −0.49, (12C,3nγ), (13C,4nγ)19/2+

1 2534 (12C,3nγ), (13C,4nγ)23/2−

1 2611 (12C,3nγ), (13C,4nγ)21/2+

1 2862 (12C,3nγ), (13C,4nγ)25/2−

1 3401 M1/E2→ 23/2−1 : δ = −0.56, (12C,3nγ), (13C,4nγ)

27/2−1 3717 (12C,3nγ), (13C,4nγ)





5–86132

56Ba

76[Ref. p. 5–167

0+1 0

2+1 465

?

2+2 1032

?

?

4+1 1128

?

0+2 1504

?

?

3+1 1511

?

?

?

2+3 1686

?

?

4+2 1729

?

?

?

6+1 1932

?

4−1 2027

?

?

?

2+4 2046

?

?

?

3−1 2069

?

?

?

5−1 2120

?

?

?

6+2 2241

?

?

6−1 2358

?

?

7−1 2483

?

?

?

8+1 2800

?

?

8+2 2867

?

?

8−1 2901

?

10+1 3116

?

?

1−1 3158

?

?

9−1 3189

?

?

1−2 3563

?

?

?

1−3 3635

?

?

12+1 3916

?

11−1 4062

?

13−1 4525

?

14+1 4805

?

15−1 5283

?

16+1 5836

?

18+1 6956

?



Ref. p. 5–167]132

56Ba

765–87



0+1 0 stable log ft = 9.491u (EC from 2−), Coul.ex., (p,t), (α, α′), (HI,xnγ)2+1 465 15.1 ps B(E2→ 0+

1 ) = 43 W.u., log ft = 8.84 (β− from 2+),log ft = 7.53 (EC from 2−), µ = +0.68 µn, Coul.ex., (p,t), (α, α′),(HI,xnγ)

2+2 1032 1.08 ps B(M1/E2→ 2+

1 ) = 0.0010/147 W.u. (δ = +8.5+4.0−1.8),

B(E2→ 0+1 ) = 3.7 W.u., log ft = 7.78 (β− from 2+),

log ft = 7.22 (EC from 2−), Coul.ex., (p,t), (HI,xnγ)4+1 1128 log ft = 9.591u (EC from 2−), (p,t), (HI,xnγ)0+2 1504 log ft = 10.071u (EC from 2−)3+1 1511 M1/E2→ 2+

2 : δ = +4.0, M1/E2→ 2+1 : δ = +2.5,

log ft = 8.3 (EC from 2−), (HI,xnγ)2+3 1686 log ft = 7.90 (EC from 2−), (p,t)4+2 1729 M1/E2→ 4+

1 : δ = −1.1, log ft = 9.421u (EC from 2−), (HI,xnγ)6+1 1932 (HI,xnγ)4−1 2027 (HI,xnγ)2+4 2046 log ft = 7.93 (EC from 2−)3−1 2069 log ft = 7.45 (EC from 2−), Coul.ex., (α, α′)5−1 2120 log ft = 6.4 (EC from 6−), (p,t), (HI,xnγ)6+2 2241 (HI,xnγ)6−1 2358 M1/E2→ 5−

1 : δ ≈ −0.2, log ft = 6.1 (EC from 6−), (HI,xnγ)7−1 2483 M1/E2→ 6−

1 : δ ≈ −0.2, (p,t), (HI,xnγ)8+1 2800 (HI,xnγ)8+2 2867 (HI,xnγ)8−1 2901 (HI,xnγ)10+

1 3116 8.7 ns B(E2→ 8+2 ) = 0.075 W.u., B(E2→ 8+

1 ) = 0.475 W.u., (HI,xnγ)1−1 3158 log ft = 7.60 (EC from 2−)9−1 3189 (HI,xnγ)1−2 3563 log ft = 7.08 (EC from 2−)1−3 3635 log ft = 7.16 (EC from 2−)12+

1 3916 (HI,xnγ)11−

1 4062 (HI,xnγ)13−

1 4525 (HI,xnγ)14+

1 4805 (HI,xnγ)15−

1 5283 (HI,xnγ)16+

1 5836 (HI,xnγ)18+

1 6956 (HI,xnγ)





5–88133

56Ba

77[Ref. p. 5–167

1/2+1 0

3/2+1 12

?

11/2−1 288

?

?

3/2+2 302

?

?

1/2+2 540

?

15/2−1 969

?

1/2+3 1247

17/2−1 1712

?

19/2−1 1858

?

?

21/2−1 2457

?

?




1/2+1 0 10.51 y µ = +0.772 µn, (d,p), (12C,3nγ)

3/2+1 12 7.0 ns B(M1→ 1/2+

1 ) = 0.0236 W.u., log ft = 5.47 (EC from 5/2+),µ = +0.51 µn, (d,p), (12C,3nγ)

11/2−1 288 38.9 h B(M4→ 3/2+

1 ) = 1.64 W.u., B(E5→ 1/2+1 ) = 0.022 W.u.,

µ = +0.91 µn, Q = +0.89 barn, (d,p), (12C,3nγ)3/2+

2 302 log ft = 6.95 (EC from 5/2+), (d,p), (12C,3nγ)1/2+

2 540 (d,p)15/2−

1 969 (12C,3nγ)1/2+

3 1247 (d,p)17/2−

1 1712 (12C,3nγ)19/2−

1 1858 (12C,3nγ)21/2−

1 2457 (12C,3nγ)





Ref. p. 5–167]134

56Ba

785–89

0+1 0

2+1 605

?

2+2 1168

?

?

4+1 1401

?

?

3+1 1643

?

?

?

0+2 1761

?

?

?

4+2 1970

?

?

?

?

5−1 1986

?

?

?

2+3 2029

?

?

?

2+4 2088

?

?

?

0+3 2160

?

?

?

3−1 2255

?

?

?

7−1 2271

?

0+4 2337

?

?

?

2+5 2371

?

?

?

0+5 2379

?

?

?

4+3 24790+6 2489

?

?

?

2+6 2600

?

?

?

2+7 2748

?

?

?

?

?

?

?



5–90134

56Ba

78[Ref. p. 5–167



0+1 0 stable log ft = 4.883 (EC from 1+), Coul.ex., (n,n′γ), (p,t), (α, α′), (HI,xnγ)2+1 605 5.12 ps B(E2→ 0+

1 ) = 33.4 W.u., log ft = 14.09 (β− from 4+),log ft = 5.99 (EC from 1+), µ = +0.84 µn, Coul.ex., (n,n′γ), (p,t),(α, α′), (HI,xnγ)

2+2 1168 2.7 ps B(M1/E2→ 2+

1 ) = 0.0007/73 W.u. (δ = −7.4),B(E2→ 0+

1 ) = 0.42 W.u., log ft = 12.54 (β− from 4+),log ft = 7.31 (EC from 1+), Coul.ex., (n,n′γ), (p,t), (HI,xnγ)

4+1 1401 0.83 ps B(E2→ 2+

2 ) < 0.32 W.u., B(E2→ 2+1 ) = 52 W.u.,

log ft = 8.884 (β− from 4+), Coul.ex., (n,n′γ), (p,t), (HI,xnγ)3+1 1643 78 ps B(M1/E2→ 2+

2 ) = 1.5× 10−5/4.3 W.u. (δ = −10),B(M1/E2→ 2+

1 ) = 5.8× 10−5/0.024 W.u. (δ = +0.83),log ft = 9.651 (β− from 4+), (n,n′γ), (HI,xnγ)

0+2 1761 log ft = 7.33 (EC from 1+), (n,n′γ), (p,t)4+2 1970 M1/E2→ 4+

1 : δ = +0.26, log ft = 6.486 (β− from 4+), (n,n′γ),(α, α′), (HI,xnγ)

5−1 1986 52 ns B(E1→ 4+

1 ) < 2.2 × 10−8 W.u., B(E3→ 2+1 ) < 0.24 W.u., (n,n′γ),

(p,t), (HI,xnγ)2+3 2029 0.159 ps B(M1/E2→ 2+

1 ) = 0.036/1.1 W.u. (δ = −0.31),B(E2→ 0+

1 ) = 0.43 W.u., log ft = 6.38 (EC from 1+), (n,n′γ)2+4 2088 0.059 ps B(M1→ 2+

1 ) = 0.075 W.u., B(E2→ 2+1 ) < 0.06 W.u. (δ = +0.02),

B(E2→ 0+1 ) = 1.55 W.u., log ft = 6.34 (EC from 1+),

Coul.ex., (n,n′γ)0+3 2160 0.104 ps B(E2→ 2+

2 ) = 2.5 W.u., B(E2→ 2+1 ) = 14 W.u.,

log ft = 6.01 (EC from 1+), (n,n′γ)3−1 2255 E1/(M2)→ 2+

2 : δ = −0.08, E1/(M2)→ 2+1 : δ = −0.01,

log ft > 8.7 (EC from 1+), Coul.ex., (n,n′γ), (α, α′)7−1 2271 (p,t), (HI,xnγ)0+4 2337 0.097 ps B(E2→ 2+

2 ) = 5.1 W.u., B(E2→ 2+1 ) = 8.5 W.u.,

log ft = 6.12 (EC from 1+), (n,n′γ)2+5 2371 0.46 ps B(E2→ 0+

1 ) = 0.043 W.u., (n,n′γ)0+5 2379 log ft = 6.27 (EC from 1+), (n,n′γ)4+3 2479 (p,t)0+6 2489 0.13 ps B(E2→ 2+

2 ) = 26 W.u., log ft = 6.49 (EC from 1+), (n,n′γ)2+6 2600 log ft = 6.37 (EC from 1+), (n,n′γ)2+7 2748 log ft = 6.56 (EC from 1+), (n,n′γ), (p,t)4+4 3079 (p,t)





Ref. p. 5–167]135

56Ba

795–91

3/2+1 0

1/2+1 221

?

11/2−1 268

?

5/2+1 481

?

?

3/2+2 588

?

?

?

3/2+3 855

?

?

?

?

7/2+1 875

?

?

1/2+2 910

?

?

?

7/2−1 1446

?

?





µ = +0.838 µn, Q = +0.160 barn, Coul.ex., (n,γ), (n,n′γ), (d,p),(HI,xnγ)

1/2+1 221 0.64 ns B(M1/E2→ 3/2+

1 ) = 0.0025/4.6 W.u. (δ = 0.38), Coul.ex., (n,γ),(n,n′γ), (d,p)

11/2−1 268 28.7 h B(M4→ 3/2+

1 ) = 2.5 W.u., µ = −1.001 µn, Q = +0.96 barn, (n,γ),(n,n′γ), (d,p), (HI,xnγ)

5/2+1 481 13 ps B(M1/E2→ 3/2+

1 ) = 0.0042/28.3 W.u. (δ = 1.6),B(E2→ 1/2+

1 ) = 2.6 W.u., log ft = 7.01 (EC from 5/2+), Coul.ex.,(n,γ), (n,n′γ), (d,p)

3/2+2 588 (M1)/E2→ 5/2+

1 : δ > 1.50, M1/(E2)→ 1/2+1 : δ < 0.50,

B(E2→ 3/2+1 ) = 18 W.u., log ft = 7.88 (EC from 5/2+), Coul.ex.,

(n,γ), (n,n′γ), (d,p)3/2+

3 855 M1/E2→ 5/2+1 : δ = −0.43, M1/E2→ 1/2+

1 : δ < 1.30,B(E2→ 3/2+

1 ) = 7 W.u., log ft = 7.75 (EC from 5/2+), Coul.ex.,(n,γ), (n,n′γ), (d,p)

7/2+1 875 1.32 ps B(M1/E2→ 5/2+

1 ) = 0.0032/12.8 W.u., B(E2→ 3/2+1 ) = 19.9 W.u.,

log ft = 7.22 (EC from 5/2+), Coul.ex., (n,γ), (n,n′γ), (HI,xnγ)1/2+

2 910 B(E2→ 3/2+1 ) = 11.7 W.u., Coul.ex., (n,γ), (n,n′γ), (d,p)

7/2−1 1446 (n,γ), (n,n′γ), (d,p)





5–92136

56Ba

80[Ref. p. 5–167

0+1 0

2+1 819

?

2+2 1551

?

?

0+2 1579

?

?

4+1 1867

?

?

7−1 2031

?

4+2 2054

?

?

2+3 2080

?

?

?

2+4 2129

?

?

5−1 2140

?

?

?

?

0+3 2141

?

?

6+1 2207

?

?

?

?

2+5 2223

?

?

?

0+4 2315

?

3+1 2391

?

2+6 2400

?

3−1 2431

?

?

2+7 2485

?

?

?

?

3−2 2532

?

?

2+8 3114

?

1−1 3436

?

?



Ref. p. 5–167]136

56Ba

805–93



0+1 0 stable log ft = 4.56 (EC from 1+), Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (p,t),

(pol p,t), (d,p), (d,d′), (d,6Li), (α, α′), (136Xe,xγ)2+1 819 1.930 ps B(E2→ 0+

1 ) = 19.21 W.u., log ft = 5.90 (EC from 1+), µ = +0.69 µn,Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (p,t),(pol p,t), (d,p), (d,d′), (d,6Li), (α, α′), (136Xe,xγ)

2+2 1551 1.02 ps B(M1/E2→ 2+

1 ) = 0.008/21 W.u. (δ = −1.5−1.0+0.6),

B(E2→ 0+1 ) = 0.79 W.u., log ft = 7.39 (EC from 1+), Coul.ex.,

(γ, γ′), (n,γ), (n,n′γ), (p,t), (pol p,t), (d,p), (d,d′), (α, α′)0+2 1579 log ft = 6.18 (EC from 1+), (n,γ), (n,n′γ), (d,p), (d,d′), (α, α′)4+1 1867 log ft = 7.91 (β− from 5+), (n,γ), (n,n′γ), (d,d′), (α, α′), (136Xe,xγ)7−1 2031 0.3084 s B(E3→ 4+

1 ) = 0.346W.u., log ft ≥ 9.41u (β− from 5+), (n,γ), (n,n′γ),(p,t), (pol p,t), (136Xe,xγ)

4+2 2054 log ft = 7.87 (β− from 5+), (n,γ), (n,n′γ), (d,d′), (α, α′)2+3 2080 ≥ 1.3 ps log ft = 6.5 (EC from 1+), (γ, γ′), (n,γ), (n,n′γ), (d,p)2+4 2129 0.067 ps B(E2→ 0+

1 ) = 1.5 W.u., log ft = 6.0 (EC from 1+), (n,γ), (n,n′γ),(d,p), (d,d′), (α, α′)

5−1 2140 1.6 ns B(E1/M2→ 4+

1 ) = 4.6× 10−6/4.6× 10−6 W.u. (δ = 0.07),B(E1→ 4+

2 ) = 6.8× 10−5 W.u., log ft = 7.24 (β− from 5+),µ = −1.9 µn, (n,γ), (n,n′γ), (p,t), (pol p,t)

0+3 2141 log ft = 5.7 (EC from 1+), (n,γ), (d,d′), (α, α′)6+1 2207 3.11 ns B(E1→ 5−

1 ) > 1.8× 10−5 W.u., B(M2→ 5−1 ) < 1.3 W.u. (δ < 0.008),

B(E1/M2→ 7−1 ) = 2.09× 10−6/2.09× 10−6 W.u. (δ = 0.07),

B(E2→ 4+2 ) = 4.2 W.u., B(E2→ 4+

1 ) = 0.570 W.u.,log ft = 6.162 (β− from 5+), (n,n′γ,) (d,p)

2+5 2223 (n,γ), (n,n′γ), (d,p)0+4 2315 log ft = 6.3 (EC from 1+), (n,γ), (n,n′γ), (d,d′), (α, α′)3+1 2391 (n,γ), (n,n′γ)2+6 2400 (n,γ), (n,n′γ), (d,p)3−1 2431 (n,γ), (n,n′γ)2+7 2485 > 0.018 ps log ft = 6.3 (EC from 1+), (γ, γ′), (n,γ), (n,n′γ)3−2 2532 log ft > 7.41u (EC from 1+), Coul.ex., (n,γ), (n,n′γ), (d,d′), (α, α′)2+8 3114 0.111 ps B(E2→ 0+

1 ) = 0.42 W.u., (γ, γ′), (n,γ), (d,d′), (α, α′)1−1 3436 5.2 fs B(E1→ 0+

1 ) = 0.0012 W.u., (n,γ)1+1 9107 (n,γ)





5–94137

56Ba

81[Ref. p. 5–167

3/2+1 0

1/2+1 283

?

11/2−1 662

?

7/2+1 1252

?

5/2+1 1294

?

3/2+2 1464

?

?

7/2−1 1798

?

?

1/2+2 1838

?

?

3/2+3 1899

?

?

3/2+4 1908

?

?

3/2−1 2182

?

?

?

7/2+2 2229

?

?

?

7/2+3 2530

?

?

?

?

?

1/2−1 2663

?

?

?

?

?

3/2−2 3403

?

?

?

?



[keV] Refs. [94T3, 97T, 97A, 99BNL]


µ = +0.937 µn, Q = +0.245 barn, Coul.ex., (γ, γ′), (n,γ), (n,n′γ),(p,d), (d,p), (α,3nγ)

1/2+1 283 log ft = 15.64 (β− from 7/2+), Coul.ex., (n,γ), (n,n′γ), (p,d), (d,p)

11/2−1 662 2.552 m B(M4→ 3/2+

1 ) = 2.719 W.u., log ft = 9.6261u (β− from 7/2+),µ = −0.992 µn, Q = +0.78 barn, (n,γ), (n,n′γ), (p,d), (d,p), (α,3nγ)

7/2+1 1252 0.354 ps B(E2→ 3/2+

1 ) = 12.5 W.u., Coul.ex., (n,γ), (n,n′γ), (α,3nγ)5/2+

1 1294 Coul.ex., (n,γ), (n,n′γ), (p,d), (d,p)3/2+

2 1464 (n,γ), (n,n′γ), (p,d), (d,p), (α,3nγ)7/2−

1 1798 (n,γ), (n,n′γ), (d,p)1/2+

2 1838 (n,γ), (n,n′γ), (p,d), (d,p)3/2+

3 1899 (n,γ), (n,n′γ), (p,d), (d,p)3/2+

4 1908 (n,γ), (n,n′γ), (p,d), (d,p)3/2−

1 2182 (n,γ), (d,p)7/2+

2 2229 (n,n′γ), (p,d)7/2+

3 2530 (n,n′γ), (p,d)1/2−

1 2663 (n,γ), (p,d), (d,p)3/2−

2 3403 (n,γ), (d,p)






Ref. p. 5–167]138

56Ba

825–95

0+1 0

2+1 1436

?

4+1 1899

?

6+1 2091

?

6+2 2203

?

2+2 2218

?

?

4+2 2308

?

?

0+2 23405+1 2415

?

?

?

?

3+1 2446

?

?

?

?

4+3 25832+3 2639

?

?

?

?

4+4 2779

?

?

?

?

3−1 2881

?

?

3+2 2991

?

?

?

?

2+4 3050

?

?

?

4+5 3155

?

?

?

?

?

8+1 3184

?

?

2+5 3339

?

?

?

?

2+6 3367

?

?

?

1−1 3504

?

?

10+1 3622

?

2+7 3644

?

?

?

?

2+8 3935

?

?

?

?

?

1−2 4026

?

?

1−3 4143

?

1−4 4324

?

?

1−5 4446

?

1−6 4536

?

?

?



5–96138

56Ba

82[Ref. p. 5–167


[keV] Refs. [89S2, 95T, 97A, 99BNL]

0+1 0 stable Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′γ), (p,p′), (d,p), (d,3He), (t,p),

(3He,n), (α, α′), (α,2nγ)2+1 1436 0.192 ps B(E2→ 0+

1 ) = 11.4 W.u., log ft = 8.59 (β− from 3−),log ft = 17.32u (EC from 5+), Q = −0.14 barn, Coul.ex., (γ, γ′),(e,e′), (n,γ), (n,n′γ), (p,p′), (d,p), (d,3He), (3He,n), (α, α′), (α,2nγ)

4+1 1899 2.164 ns B(E2→ 2+

1 ) = 0.286 W.u., log ft = 7.86 (β− from 3−),µ = +3.2 µn, (n,γ), (n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)

6+1 2091 0.8 µs B(E2→ 4+

1 ) = 0.053 W.u., log ft = 6.73 (β− from 6−),µ = +5.86 µn, (n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)

6+2 2203 55 ps M1/E2→ 6+

1 : δ = −0.25, log ft = 7.53 (β− from 6−), (n,n′γ), (p,p′),(d,3He), (α,2nγ)

2+2 2218 0.123 ps B(E2→ 0+

1 ) = 1.98 W.u., log ft = 7.706 (β− from 3−), Coul.ex.,(γ, γ′), (n,γ), (n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)

4+2 2308 7 ps M1/E2→ 4+

1 : δ = −0.23+0.07−0.10, log ft = 7.904 (β− from 3−), (n,γ),

(n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)0+2 2340 (3He,n)5+1 2415 16 ps M1/E2→ 6+

1 : δ = −7.8+1.7−2.6, M1/E2→ 4+

1 : δ = −0.11,log ft = 10.31u (β− from 3−), log ft = 7.26 (β− from 6−), (n,n′γ),(p,p′), (α,2nγ)

3+1 2446 5 ps M1/E2→ 4+

1 : δ = −0.07, log ft = 7.041 (β− from 3−), (n,γ), (n,n′γ),(p,p′), (d,3He), (α,2nγ)

4+3 2583 (p,p′)2+3 2639 0.30 ps B(M1/E2→ 3+

1 ) = 0.19/3000 W.u., B(E2→ 0+1 ) = 0.30 W.u.,

log ft = 7.616 (β− from 3−), (γ, γ′), (n,γ), (n,n′γ), (p,p′), (α, α′),(α,2nγ)

4+4 2779 ≤ 6 ps log ft = 8.265 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (α,2nγ)3−1 2881 ≤ 11 ps B(E3→ 0+

1 ) = 16.8 W.u., E1/(M2)→ 2+1 : δ = −0.14,

log ft = 8.66 (β− from 3−), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(d,p), (3He,n), (α, α′)

3+2 2991 ≤ 11 ps M1/E2→ 2+

2 : δ = −2.0, M1/E2→ 2+1 : δ = +0.21,

log ft = 8.51 (β− from 3−), (n,γ), (n,n′γ), (p,p′)2+4 3050 M1/E2→ 2+

1 : δ = −0.08+0.06−0.07, log ft = 9.04 (β− from 3−), (n,γ),

(n,n′γ), (p,p′), (α,2nγ)4+5 3155 (n,n′γ), (p,p′), (α,2nγ)8+1 3184 20 ps B(E2→ 6+

2 ) = 0.18 W.u., B(E2→ 6+1 ) = 0.3 W.u., (α,2nγ)

2+5 3339 29 fs B(E2→ 0+

1 ) = 0.85 W.u., log ft = 8.81 (β− from 3−), (n,γ), (p,p′),(d,p), (α, α′), (γ, γ′)

2+6 3367 70 fs B(E2→ 0+

1 ) = 0.44 W.u., log ft = 8.65 (β− from 3−), (γ, γ′), (n,γ),(p,p′)

1−1 3504 (d,p), (n,γ)10+

1 3622 0.51 ns B(E2→ 8+1 ) = 1.59 W.u., (α,2nγ)

2+7 3644 24 fs B(E2→ 0+

1 ) = 0.55 W.u., (γ, γ′), (n,γ)2+8 3935 log ft = 7.78 (β− from 3−), (n,γ)1−2 4026 0.57 fs (γ, γ′), (n,γ), (p,p′), (d,p)1−3 4143 (n,γ), (d,p)1−4 4324 (γ, γ′), (n,γ), (p,p′), (d,p)1−5 4446 (γ, γ′) (n,γ), (p,p′), (d,p)1−6 4536 (γ, γ′), (n,γ), (d,p)0+3 5740 (3He,n)0+4 6280 (3He,n)






Ref. p. 5–167]140

56Ba

845–97

0+1 0

2+1 602

?

4+1 1131

?

2+2 1511

?

6+1 1661

?

3−1 1803

?

?

0+2 1824

?

2+3 1994

?

?

2+4 2237

?

?

?

?

2−1 2933

?

?

?

?

?

2−2 51742−3 5183

?

?

?

2−4 5310

?

?

2−5 5389

?

?

?

2−6 5588

?

2−7 56112−8 5651

?

?



[keV] Refs. [94P, 97A, 99BNL]

0+1 0 12.752 d log ft = 7.04 (β− from 1−), SF decay, (t,p), (14C,12C)2+1 602 9.7 ps B(E2→ 0+

1 ) = 17 W.u., log ft = 7.24 (β− from 1−), SF decay, (t,p),(14C,12C)

4+1 1131 SF decay, (t,p), (14C,12C)2+2 1511 M1/E2→ 2+

1 : δ = −0.60+0.18−0.17, log ft = 7.51 (β− from 1−), (t,p),

(14C,12C)6+1 1661 SF decay3−1 1803 (M1)/(E2)→ 4+

1 : δ = +0.13, SF decay, (t,p), (14C,12C)0+2 1824 log ft = 7.74 (β− from 1−), (t,p)2+3 1994 M1/E2→ 2+

1 : δ = +0.18, (t,p)2+4 2237 M1/E2→ 2+

1 : δ = +1.00, log ft = 7.33 (β− from 1−)2−1 2933 M1/E2→ 3−

1 : δ = +1.7, E1/M2→ 2+1 : δ = +0.06,

log ft = 6.69 (β− from 1−)2−2 5174 log ft = 5.54 (β− from 1−)2−3 5183 log ft = 5.49 (β− from 1−)2−4 5310 log ft = 5.57 (β− from 1−)2−5 5389 log ft = 5.07 (β− from 1−)2−6 5588 log ft = 4.74 (β− from 1−)2−7 5611 log ft = 4.9 (β− from 1−)2−8 5651 log ft = 4.64 (β− from 1−)2−9 5765 log ft = 4.42 (β− from 1−)





5–98137

57La

80[Ref. p. 5–167

7/2+1 0

5/2+1 11

?

5/2+2 447

?

?

1/2+1 642

?

11/2+1 762

?

9/2+1 835

?

?

9/2+2 917

?

?

5/2+3 926

?

?

?

11/2−1 1004

?

?

?

?

13/2+1 1723

?

?

13/2−1 1728

?

15/2−1 1786

?

?

15/2+1 1791

?

19/2−1 1870

?




7/2+1 0 60 ky µ = +2.695 µn, Q = +0.24 barn, (µ−,3nγ), (p,α), (p,2nγ), (α,t),

(11B,4nγ)5/2+

1 11 89 ns B(M1→ 7/2+1 ) = 0.0017 W.u., log ft = 5.374 (EC from 3/2+),

Q = +0.24 barn, (µ−,3nγ), (p,2nγ), (11B,4nγ)5/2+

2 447 log ft = 6.644 (EC from 3/2+), (µ−,3nγ), (p,α), (p,2nγ)1/2+

1 642 log ft = 8.55 (EC from 3/2+), (p,α), (p,2nγ)11/2+

1 762 log ft = 8.18 (EC from 11/2−), (µ−,3nγ), (p,α), (p,2nγ)9/2+

1 835 log ft = 8.41 (EC from 11/2−), (µ−,3nγ), (p,α), (p,2nγ), (11B,4nγ)9/2+

2 917 log ft = 9.7 (EC from 11/2−), (p,2nγ)5/2+

3 926 log ft = 6.87 (EC from 3/2+), (p,2nγ)11/2−

1 1004 ≤ 0.48 ns B(E1→ 9/2+1 ) = 0.000113 W.u., B(E3→ 5/2+

1 ) = 11 W.u.,B(M2/(E3)→ 7/2+

1 ) = 0.11/5.3 W.u. (δ < 0.8),log ft = 7.39 (EC from 11/2−), (p,α), (p,2nγ), (α,t), (11B,4nγ)

13/2+1 1723 (p,2nγ)

13/2−1 1728 (p,2nγ)

15/2−1 1786 (p,2nγ), (11B,4nγ)

15/2+1 1791 (p,2nγ)

19/2−1 1870 364 ns B(E2→ 15/2−

1 ) = 1.9 W.u., µ = +2.337 µn, (p,2nγ)





Ref. p. 5–167]139

57La

825–99

7/2+1 0

5/2+1 166

?

1/2+1 1209

?

9/2+1 1219

?

?

7/2+2 1538

?

?

7/2+3 1683

?

?

5/2+2 1716

?

1/2+2 1780

1/2+3 2310

7/2−1 6019

?

?

?

?

?

9/2−1 6418

?

?

?

7/2−2 7632

?




7/2+1 0 stable log ft = 6.842 (β− from 7/2−), log ft > 11 (EC from 3/2+),

µ = +2.761 µn, Q = +0.22 barn, Coul.ex., (γ, γ′), (µ−,nγ), (n,n′),(n,n′γ), (d,p), (d,d′), (d,3He), (3He,d), (α,t), (α, α′), (7Li,6He)

5/2+1 166 1.499 ns B(M1→ 7/2+

1 ) = 0.00257 W.u., log ft = 7.083 (β− from 7/2−),log ft = 5.57 (EC from 3/2+),Coul.ex., (γ, γ′), (µ−,nγ), (n,n′), (n,n′γ), (d,d′), (d,3He), (3He,d),(α,t), (α, α′), (7Li,6He)

1/2+1 1209 (n,n′), (n,n′γ), (d,d′), (d,3He), (3He,d), (α,t), (α, α′), (7Li,6He)

9/2+1 1219 0.57 ps B(M1/E2→ 7/2+

1 ) = 0.00077/7.5 W.u. (δ = −4.9),B(E2→ 5/2+

1 ) = 1.79 W.u., log ft = 9.80 (β− from 7/2−), Coul.ex.,(γ, γ′), (µ−,nγ), (n,n′), (n,n′γ), (d,d′), (α, α′)

7/2+2 1538 0.024 ps B(M1/E2→ 5/2+

1 ) = 0.11/23 W.u. (δ = −0.81),B(M1/E2→ 7/2+

1 ) = 0.07/14.0 W.u. (δ = −0.89),log ft = 9.17 (β− from 7/2−), Coul.ex., (γ, γ′), (n,n′), (n,n′γ), (d,p),(d,d′), (α, α′)

7/2+3 1683 B(E2→ 7/2+

1 ) = 11.9 W.u., log ft = 9.15 (β− from 7/2−), Coul.ex.,(γ, γ′), (n,n′), (n,n′γ), (d,d′), (α, α′)

5/2+2 1716 B(E2→ 7/2+

1 ) = 19.3 W.u., Coul.ex., (γ, γ′), (n,n′), (n,n′γ), (d,d′),(α, α′)

1/2+2 1780 (d,d′), (3He,d), (α,t), (α, α′), (7Li,6He)

1/2+3 2310 (d,d′), (3He,d), (α,t), (α, α′), (7Li,6He)

7/2−1 6019 8.9 fs B(E1→ 7/2+

3 ) ≈ 2.48×10−5 W.u., B(E1→ 7/2+2 ) ≈ 9.55×10−6 W.u.,

B(E1→ 5/2+1 ) ≈ 1.59× 10−5 W.u., B(E1→ 7/2+

1 ) = 6.4× 10−5 W.u.,(γ, γ′)

9/2−1 6418 5.6 fs B(E1→ 7/2+

2 ) ≈ 1.78×10−5 W.u., B(E1→ 7/2+1 ) = 1.32×10−4 W.u.,

(γ, γ′)7/2−

2 7632 2.7 fs B(E1→ 7/2+1 ) = 5.8× 10−5 W.u., (γ, γ′)





5–100134

58Ce

76[Ref. p. 5–167

0+1 0

2+1 409

?

2+2 965

?

?

4+1 1049

?

4+2 1643

?

?

?

6+1 1863

?

6+2 2304

?

8+1 2811

?

8+2 3017

?

?

10+1 3209

?

?

10+2 3719

?

?

12+1 4006

?

12+2 4184

?

14+1 4762

?

14+2 4908

?

16+1 5726

?




0+1 0 3.16 d (HI,xnγ)2+1 409 23 ps B(E2→ 0+

1 ) = 53 W.u., log ft = 6.6 (EC from 2−), (HI,xnγ)2+2 965 log ft = 6.5 (EC from 2−), (HI,xnγ)4+1 1049 3.3 ps B(E2→ 2+

1 ) = 39 W.u., log ft = 6.5 (EC from (5−)), (HI,xnγ)4+2 1643 log ft = 6.8 (EC from (5−)), (HI,xnγ)6+1 1863 2.8 ps B(E2→ 4+

1 ) = 14 W.u., log ft = 6.8 (EC from (5−)), (HI,xnγ)6+2 2304 (HI,xnγ)8+1 2811 0.7 ps B(E2→ 6+

1 ) > 24 W.u., (HI,xnγ)8+2 3017 (HI,xnγ)10+

1 3209 308 ns B(E2→ 8+2 ) = 0.034 W.u., B(E2→ 8+

1 ) = 0.0037 W.u.,µ = −1.87 µn, Q = +1.32 barn, (HI,xnγ)

10+2 3719 5.8 ps B(E2→ 8+

2 ) = 0.4 W.u., B(E2→ 8+1 ) = 3.9 W.u.,

µ = −3.0 µn, (HI,xnγ)12+

1 4006 (HI,xnγ)12+

2 4184 11.0 ps B(E2→ 10+2 ) = 59 W.u., (HI,xnγ)

14+1 4762 (HI,xnγ)

14+2 4908 1.2 ps B(E2→ 12+

2 ) = 58 W.u., (HI,xnγ)16+

1 5726 1.5 ps B(E2→ 14+2 ) = 25 W.u., (HI,xnγ)





Ref. p. 5–167]136

58Ce

785–101

0+1 0

2+1 552

?

2+2 1092

?

?

4+1 1314

?

6+1 2214

?

6+2 2367

?

8+1 2955

?

8+2 2990

?

?

10+1 3096

?

12+1 3761

?

14+1 4833

?

16+1 5594

?

15−1 5809

?




0+1 0 stable (HI,xnγ)2+1 552 ≤ 5 ns B(E2→ 0+

1 ) > 0.053 W.u., log ft = 6.89 (EC from 2+), (HI,xnγ)2+2 1092 log ft = 5.575 (EC from 2+), (HI,xnγ)4+1 1314 6.6 ps B(E2→ 2+

1 ) = 8.0 W.u., (HI,xnγ)6+1 2214 ≤5 ns B(E2→ 4+

1 ) > 0.046 W.u., (HI,xnγ)6+2 2367 5 ns B(E2→ 4+

1 ) > 0.0021 W.u., (HI,xnγ)8+1 2955 (HI,xnγ)8+2 2990 (HI,xnγ)10+

1 3096 2.2 µs B(E2→ 8+2 ) = 0.174 W.u., µ = −1.8 µn, Q = 1.11 barn, (HI,xnγ)

12+1 3761 (HI,xnγ)

14+1 4833 (HI,xnγ)

16+1 5594 (HI,xnγ)

15−1 5809 (HI,xnγ)





5–102138

58Ce

80[Ref. p. 5–167

0+1 0

2+1 789

?

0+2 1477

?

?

2+2 1511

?

?

4+1 1826

?

7−1 2129

?

4+2 2137

?

5−1 2217

?

?

?

6+1 2294

?

?

?

?

0+3 2340

?

6+2 2396

?

4+3 2444

?

2+3 2642

?

?

6+3 2733

?

?

6−1 2765

?

?

6−2 2899

?

?

8+1 3109

?

?

10+1 3539

?

11+1 3942

?

12+1 4360?




0+1 0 stable log ft = 4.605 (EC from 1+), (p,t), (p,2nγ), (α,2nγ), (α,4nγ)2+1 789 2.00 ps B(E2→ 0+

1 ) = 21.9 W.u., log ft = 18.02u (β− from 5+),log ft = 6.28 (EC from 1+), (p,t), (p,2nγ), (α,2nγ), (α,4nγ)

0+2 1477 log ft = 5.89 (EC from 1+), (p,2nγ), (α,2nγ)2+2 1511 log ft = 6.71 (EC from 1+), (p,t), (p,2nγ), (α,2nγ)4+1 1826 (p,t), (p,2nγ), (α,2nγ), (α,4nγ)7−1 2129 8.65 ms B(E3→ 4+

1 ) = 0.45 W.u., log ft = 5.63 (EC from 7−), (p,t), (p,2nγ),(α,2nγ), (α,4nγ)

4+2 2137 log ft = 9.92u (EC from 1+), (p,2nγ), (α,2nγ), (α,4nγ)5−1 2217 < 0.3 ns (p,t), (p,2nγ), (α,2nγ), (α,4nγ)6+1 2294 (p,2nγ), (α,2nγ), (α,4nγ)0+3 2340 log ft = 5.72 (EC from 1+), (p,t)6+2 2396 (p,2nγ), (α,2nγ)4+3 2444 (p,t), (p,2nγ), (α,2nγ)2+3 2642 log ft = 6.68 (EC from 1+), (p,t)6+3 2733 (p,2nγ), (α,2nγ)6−1 2765 log ft = 6.42 (EC from 7−), (p,2nγ), (α,2nγ), (α,4nγ)6−2 2899 log ft = 7.24 (EC from 7−), (p,2nγ), (α,2nγ)8+1 3109 (p,2nγ), (α,2nγ), (α,4nγ)10+

1 3539 81 ns B(E2→ 8+1 ) = 0.0110 W.u., µ = −1.7 µn, Q = +0.77 barn, (p,2nγ),

(α,2nγ), (α,4nγ)11+

1 3942 < 1.5 ns (p,2nγ), (α,2nγ), (α,4nγ)12+

1 4360 (p,2nγ), (α,2nγ), (α,4nγ)





Ref. p. 5–167]139

58Ce

815–103

3/2+1 0

1/2+1 255

?

11/2−1 754

?

5/2+1 1320

?

?

7/2+1 1347

?

7/2−1 1578

?

3/2+2 1631

?

?

7/2−2 1843

?




3/2+1 0 137.640 d log ft = 5.63 (EC from 5/2+), µ = +0.96 µn, (n,γ), (p,d), (p,nγ),

(d,t), (3He,α), (α,2nγ), (α,3nγ)1/2+

1 255 110 ps B(M1/E2→ 3/2+1 ) = 0.0034/71 W.u. (δ = 1.5), (p,d), (p,nγ), (d,t),

(3He,α)11/2−

1 754 54.8 s B(M4→ 3/2+1 ) = 2.34 W.u., (p,d), (p,nγ), (d,t), (3He,α), (α,2nγ),

(α,3nγ)5/2+

1 1320 M1/(E2)→ 3/2+1 : δ < 1.4, log ft = 7.93 (EC from 5/2+), (p,d),

(p,nγ), (d,t), (3He,α)7/2+

1 1347 log ft = 7.02 (EC from 5/2+), (p,nγ), (p,d), (d,t), (3He,α)7/2−

1 1578 log ft = 8.25 (EC from 5/2+), (p,nγ)3/2+

2 1631 M1/(E2)→ 1/2+1 : δ < 1.2, log ft = 6.59 (EC from 5/2+), (p,d),

(p,nγ), (d,t), (3He,α)7/2−

2 1843 log ft = 8.25 (EC from 5/2+)1/2+

2 1889 (p,d), (d,t), (3He,α)1/2+

3 3144 (p,d), (d,t), (3He,α)1/2+

4 3302 (p,d), (d,t), (3He,α)





5–104140

58Ce

82[Ref. p. 5–167

0+1 0

2+1 1596

?

0+2 1903

?

?

4+1 2083

?

?

6+1 2108

?

2+2 2348

?

?

?

5+1 2350

?

?

3+1 2412

?

?

?

3−1 2464

?

?

4+2 2481

?

?

?

2+3 2521

?

?

?

?

?

?

1+1 2547

?

?

6+2 2629

?

?

2+4 2900

?

?

2+5 3001

?

?

0+3 3017

?

?

3−2 30402+6 3119

?

0+4 32265−1 3256

?

2+7 3320

?

4+3 33317−1 3425

?

7+1 3433

?

3−3 3474

?

?

8−1 3477

?

?

6+3 3484

?

9−1 3493

?

?

?

8+1 3513

?

8+2 3621

?

?

1−1 3640

?

5−2 3710

10+1 3715

?

?

2+8 37293−4 37929+1 3895

?

?

?

2−1 39123−5 39804−1 40002+9 41252−2 41581−2 4182

10+2 4264

?

?

1−3 43643−6 45382−3 45802−4 47481−4 4770

12+1 4852

?

?

11−1 4905

?

13−1 5104

?

1−5 5660

?



Ref. p. 5–167]140

58Ce

825–105



0+1 0 stable log ft = 14.4 (β− from 3−), log ft = 4.4 (EC from 1+),

Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (n,α), (n,αγ), (p,p′), (p,t), (d,3He),(d,6Li), (t,p), (3He,n), (3He,d), (α, α′), (α,2nγ), (14C,16O)

2+1 1596 0.076 ps B(E2→ 0+

1 ) = 16.6 W.u., log ft = 9.37 (β− from 3−),log ft = 6.11 (EC from 1+), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (n,α),(n,αγ), (p,p′), (p,t), (d,3He), (d,6Li), (t,p), (3He,n), (3He,d), (α, α′),(α,2nγ), (14C,16O)

0+2 1903 0.40 ns B(E2→ 2+

1 ) = 11.5 W.u., log ft > 12.5 (β− from 3−),log ft = 5.96 (EC from 1+), (n,n′γ), (n,α), (n,αγ), (p,p′), (p,t),(d,3He), (t,p), (3He,n), (α,2nγ)

4+1 2083 3.45 ns B(E2→ 2+

1 ) = 0.137 W.u., B(E4→ 0+1 ) = 12.1 W.u.,

log ft = 8.33 (β− from 3−), µ = +4.35 µn, Q = +0.350 barn, (e,e′),(n,n′γ), (n,α), (n,αγ), (p,p′), (p,t), (d,3He), (3He,d), (α, α′), (α,2nγ)(14C,16O)

6+1 2108 7.3 µs B(E2→ 4+

1 ) = 0.28 W.u., log ft = (β− from 3−), (e,e′), (n,n′γ), (p,t),(d,3He), (α,2nγ)

2+2 2348 ≤ 0.2 ns B(E2→ 0+

2 ) ≥ 0.0025 W.u., B(E2→ 2+1 ) ≥ 0.23 W.u. (δ = +0.36),

B(E2→ 0+1 ) ≥ 0.00015 W.u., log ft = 8.63 (β− from 3−),

log ft = 6.47 (EC from 1+), (e,e′), (n,n′γ), (n,α), (n,αγ), (d,3He),(α, α′), (α,2nγ)

5+1 2350 ≤ 10 ns M1/E2→ 6+

1 : δ = −0.04+0.03−0.06, M1/E2→ 4+

1 : δ = −20+43−8 ,

log ft = 10.561u (β− from 3−), (e,e′), (n,n′γ), (n,α), (n,αγ), (d,3He),(α, α′), (α,2nγ)

3+1 2412 55 ps B(M1/E2→ 4+

1 ) = 0.0052/0.07 W.u. (δ = −0.049),B(M1→ 2+

1 ) = 0.00038 W.u. (δ = +0.007),B(M1→ 2+

2 ) = 0.00036 W.u., log ft = 7.61 (β− from 3−), (n,n′γ),(n,α), (n,αγ), (d,3He), (3He,d), (α,2nγ)

3−1 2464 0.10 ps B(E1→ 2+

1 ) = 0.0038 W.u. (δ = +0.04), B(E3→ 0+1 ) = 27 W.u.,

log ft = 8.45 (β− from 3−), Coul.ex., (e,e′), (n,n′γ), (n,α), (n,αγ),(p,p′), (p,t), (t,p), (3He,d), (α, α′), (α,2nγ) (14C,16O)

4+2 2481 3.2 ns B(M1/E2→ 5+

1 ) = 0.0012/41 W.u. (δ = −0.13),B(M1→ 3+

1 ) = 0.0015 W.u., B(E2→ 4+1 ) = 0.028 W.u.,

log ft = 9.14 (β− from 3−), (n,n′γ), (α,2nγ)2+3 2521 ≤ 0.1 ns M1/E2→ 2+

1 : δ = −0.10, log ft = 8.07 (β− from 3−),log ft = 6.3 (EC from 1+), (n,n′γ), (p,t), (d,3He), (3He,n), (3He,d),(α,2nγ)

1+1 2547 log ft = 9.961u (β− from 3−), log ft = 8.5 (EC from 1+), (n,n′γ),

(n,α), (n,αγ)6+2 2629 M1/E2→ 6+

1 : δ = −0.19, (n,n′γ), (3He,d), (α,2nγ)2+4 2900 28 fs B(E2→ 0+

1 ) = 1.33 W.u., log ft = 9.48 (β− from 3−),log ft = 7.1 (EC from 1+), (e,e′), (n,n′γ), (p,p′), (p,t), (d,3He),(3He,d), (α, α′)

2+5 3001 M1/E2→ 2+

1 : δ = +0.7+0.9−0.6, log ft = 9.4 (β− from 3−), (n,n′γ),

(d,3He)0+3 3017 B(E2→ 2+

1 ) = W.u., log ft = 6.29 (EC from 1+), (n,n′γ), (p,t), (t,p)3−2 3040 (α, α′)2+6 3119 17.5 fs B(E2→ 0+

1 ) = 2.5 W.u., log ft = 9.67 (β− from 3−),log ft = 6.86 (EC from 1+), (e,e′), (n,n′γ), (p,p′), (p,t), (d,3He), (t,p),(3He,d), (α, α′)

0+4 3226 (p,t), (t,p)





5–106140

58Ce

82[Ref. p. 5–167



5−1 3256 (p,p′), (3He,d), (α, α′), (α,2nγ)2+7 3320 24 fs B(E2→ 0+

1 ) = 1.4 W.u., log ft = 9.91 (β− from 3−),log ft = 6.4 (EC from 1+), (e,e′), (n,n′γ)

4+3 3331 (p,t), (t,p), (3He,d), (α, α′)7−1 3425 (e,e′), (p,t), (3He,d), (α,2nγ)7+1 3433 (α,2nγ)3−3 3474 log ft = 8.22 (β− from 3−), (n,n′γ), (p,p′), (3He,d)8−1 3477 (α,2nγ)6+3 3484 (α,2nγ)9−1 3493 1.7 ns (α,2nγ)8+1 3513 (α,2nγ)8+2 3621 (α,2nγ)1−1 3640 (γ, γ′)5−2 3710 (p,p′), (p,t), (t,p), (3He,d)10+

1 3715 23.1 ns B(E2→ 8+1 ) = 0.46 W.u., B(E1→ 9−

1 ) = 6.5× 10−7 W.u.,µ = +10.3 µn, (α,2nγ)

2+8 3729 (p,t), (t,p)3−4 3792 (p,p′), (p,t)9+1 3895 (α,2nγ)2−1 3912 (p,p′)3−5 3980 (p,t), (α, α′)4−1 4000 (p,p′)2+9 4125 (p,t), (t,p), (3He,n), (3He,d)2−2 4158 (p,p′), (3He,n)1−2 4182 (p,p′)10+

2 4264 (α,2nγ)1−3 4364 (p,p′)3−6 4538 (p,p′), (p,t)2−3 4580 (p,p′)2−4 4748 (p,p′), (p,t)1−4 4770 (p,p′)12+

1 4852 (α,2nγ)11−

1 4905 (α,2nγ)13−

1 5104 (α,2nγ)1−5 5660 35 fs B(E1→ 0+

1 ) = 0.00038 W.u., (γ, γ′)0+5 7370 (3He,n)





Ref. p. 5–167]141

58Ce

835–107

7/2−1 0

3/2−1 662

?

1/2−1 1137

?

9/2−1 1355

?

13/2+1 1369

?

5/2−1 1497

?

?

11/2−1 1693

?

?

7/2−2 1739

?

1/2+1 1785

3/2−2 1809

?

?

?

5/2−2 1812

?

?

1/2+2 1942

3/2−3 2166

?

?

9/2−2 2171

?

5/2−3 2174

3/2−4 2190

?

?

?

7/2−3 2329

?

3/2−5 2336

?

?

?

1/2−2 2411

?

?

?

3/2−6 2426

?

?

?

Jπn Sn = 5428 keV, Sp = 8407keV, ∆ = −85445 keV E [keV]


[keV] Refs. [91P1, 97A, 99BNL]

7/2−1 0 32.501 d log ft = 7.3 (β− from 7/2(+)), µ = +1.09 µn, (n,γ), (pol p,p′), (p,d),

(d,p), (d,pγ), (d,t), (3He,α), (α,nγ), (7Li,αnγ)3/2−

1 662 log ft = 12.11u (β− from 7/2(+)), (n,γ), (pol p,p′), (d,p), (d,pγ), (d,t)1/2−

1 1137 (n,γ), (d,p), (d,pγ), (d,t)9/2−

1 1355 log ft = 7.7 (β− from 7/2(+)), (d,p), (d,pγ)13/2+

1 1369 5.3 ns B(E3→ 7/2−1 ) = 21.5 W.u., log ft = 10.2 (β− from 7/2(+)), (d,p),

(d,pγ), (d,t), (3He,α), (α,nγ), (7Li,αnγ)5/2−

1 1497 log ft = 9.5 (β− from 7/2(+)), (n,γ), (pol p,p′), (d,p), (d,pγ), (d,t)11/2−

1 1693 log ft = 8.4 (β− from 7/2(+)), (d,p), (d,pγ)7/2−

2 1739 log ft = 9.0 (β− from 7/2(+)), (d,p), (d,pγ), (d,t)1/2+

1 1785 (p,d), (d,t), (3He,α)3/2−

2 1809 (n,γ), (d,p), (d,pγ)5/2−

2 1812 (d,p), (d,pγ)1/2+

2 1942 (d,t)3/2−

3 2166 (d,p), (d,pγ)9/2−

2 2171 log ft = 7.5 (β− from 7/2(+))5/2−

3 2174 log ft = 7.4 (β− from 7/2(+)), (d,p), (d,pγ)3/2−

4 2190 (n,γ), (d,p), (d,pγ)7/2−

3 2329 log ft = 8.0 (β− from 7/2(+)), (pol p,p′), (d,p), (d,pγ), (3He,α)3/2−

5 2336 (n,γ), (d,p), (d,pγ)1/2−

2 2411 (n,γ), (d,p), (d,pγ)3/2−

6 2426 (n,γ), (d,p), (d,pγ)1/2+

3 2841 (d,t)1/2+

4 2987 (d,t), (3He,α)1/2+

5 3351 (d,p), (d,pγ)1/2+

6 3413 (d,t)





5–108142

58Ce

84[Ref. p. 5–167

0+1 0

2+1 641

?

4+1 1219

?

2+2 1536

?

3−1 1653

?

?

2+3 2004

?

?

0+2 2031

?

1+1 2398

?

?

?

?

?

2+4 2543

?

?

?

?

?

2+5 2667

?

?

?

0+3 2767

?

?

2+6 2999

?

?

2+7 3304

?

?

1+2 3676

?

?

1+3 3717

?

?




0+1 0 > 50 Py log ft = 10.461u (β− from 2−), log ft = 9.421u (EC from 2−),

Coul.ex., (t,p)2+1 641 5.56 ps B(E2→ 0+

1 ) = 21.2 W.u., log ft = 9.6 (β− from 2−),log ft = 7.90 (EC from 2−), Q = −0.16 barn, Coul.ex., (t,p)

4+1 1219 7.5 ps B(E2→ 2+

1 ) = 26.4 W.u., log ft = 11.51u (β− from 2−), Coul.ex.,(t,p)

2+2 1536 < 0.8 ps M1/E2→ 2+

1 : δ = −0.10, log ft ≈ 10.2 (β− from 2−), Coul.ex.3−1 1653 log ft = 9.12 (β− from 2−), Coul.ex., (t,p)2+3 2004 0.037 ps B(M1/E2→ 2+

1 ) = 0.142/7 W.u. (δ = +0.41),B(E2→ 0+

1 ) = 3.2 W.u., log ft = 8.69 (β− from 2−), Coul.ex., (t,p)0+2 20311+1 2398 M1/E2→ 2+

2 : δ = +0.31, M1/E2→ 2+1 : δ = −0.93+0.28

−0.22,log ft = 7.34 (β− from 2−)

2+4 2543 M1/E2→ 2+

1 : δ = +0.55+0.40−0.54,

log ft = 7.23 (β− from 2−), (t,p)2+5 2667 log ft = 7.87 (β− from 2−)0+3 2767 log ft = 8.8 (β− from 2−)2+6 2999 log ft = 8.12 (β− from 2−), (t,p)2+7 3304 M1/E2→ 2+

1 : δ > +1.1, log ft = 7.65 (β− from 2−)1+2 3676 log ft = 6.99 (β− from 2−)1+3 3717 log ft = 6.99 (β− from 2−)





Ref. p. 5–167]144

58Ce

865–109

0+1 0

2+1 397

?

4+1 939

?

2+2 1489

?

?

4+2 1674

?

?

2+3 1819

?

?

4+3 1829

?

?

2+4 2153

?

?

?

2+5 2353

?

?

?

2+6 2750

?

?

?

2+7 2882

?

2+8 2999

?

?




0+1 0 284.893 d2+1 397 log ft = 7.09 (β− from (3−))4+1 939 log ft = 6.91 (β− from (3−))2+2 1489 (M1/E2)→ 2+

1 : δ = 5+12−3 , log ft = 7.61 (β− from (3−))

4+2 1674 (M1/E2)→ 4+

1 : δ = 0.52, log ft = 7.18 (β− from (3−))2+3 1819 M1/E2→ 2+

1 : δ = −3.5+1.4−4.9, log ft = 7.55 (β− from (3−))

4+3 1829 (M1/E2)→ 4+

1 : δ = 0.68, log ft = 7.42 (β− from (3−))2+4 21532+5 2353 log ft = 7.57 (β− from (3−))2+6 2750 log ft = 7.33 (β− from (3−))2+7 2882 log ft = 7.39 (β− from (3−))2+8 2999 log ft = 6.60 (β− from (3−))





5–110141

59Pr

82[Ref. p. 5–167

5/2+1 0

7/2+1 145

?

11/2−1 1118

?

?

3/2+1 1127

?

?

1/2+1 1299

?

3/2+2 1436

?

?

9/2+1 1457

?

?

11/2+1 1494

?

9/2+2 1521

?

?

?

5/2−1 1580

?

?

1/2+2 1658

?

?

13/2+1 1768

?

?

?

15/2+1 1797

?

?

7/2+2 1854

?

?

?

13/2+2 1987

?

?

?

17/2+1 2070

?

?

5/2−2 2075

?

?

?

7/2−1 2105

?

?

?

5/2−3 2172

?

?

5/2−4 2316

?

?

5/2−5 2363

?

?

?

11/2−2 2383

?

?

19/2−1 2928

?

19/2+1 2963

?

21/2+1 3018

?

21/2−1 3397

?

23/2−1 3472

?

?

23/2+1 3586

?

7/2+3 6877

?

?

?

?

?

5/2−6 7256

?

?

?

?

?

5/2+2 7632

?

?

?

?

?

?

?

5/2+3 7915

?



Ref. p. 5–167]141

59Pr

825–111



5/2+1 0 stable log ft = 7.75 (β− from 7/2−), log ft = 5.25 (EC from 3/2+),

µ = +4.275 µn, Q = −0.0589 barn, Coul.ex., (γ, γ′), (n,n′γ), (p,α),(p,2nγ), (d,n), (d,d′), (d,3He), (3He,d), (α, α′), (α,2nγ), (7Li,6He),(16O,15N)

7/2+1 145 1.85 ns B(M1/E2→ 5/2+

1 ) = 0.00264/0.35 W.u. (δ = 0.069),log ft = 6.97 (β− from 7/2−), µ = +2.8 µn, Coul.ex., (γ, γ′),(n,n′γ), (p,α), (p,2nγ), (d,n), (d,d′), (d,3He), (3He,n), (3He,d), (α, α′),(α,2nγ), (7Li,6He),

11/2−1 1118 4.8 ns B(M2→ 7/2+

1 ) = 0.242 W.u., B(E3→ 5/2+1 ) = 10.9 W.u.,

µ = +6.2 µn, (n,n′γ), (p,α), (p,2nγ), (d,n), (d,d′), (d,3He), (3He,d),(α, α′), (α,2nγ), (7Li,6He),

3/2+1 1127 log ft = 6.4 (EC from 3/2+), Coul.ex., (n,n′γ), (p,2nγ)

1/2+1 1299 log ft = 7.0 (EC from 3/2+), (n,n′γ), (p,α), (p,2nγ), (d,n), (d,d′),

(d,3He), (3He,d), (α, α′), (α,2nγ), (7Li,6He), (16O,15N)3/2+

2 1436 log ft = 7.6 (EC from 3/2+), (γ, γ′), (n,n′γ), (p,2nγ), (d,d′), (α,2nγ)9/2+

1 1457 (γ, γ′), (n,n′γ), (p,2nγ), (d,d′), (α,2nγ)11/2+

1 1494 Coul.ex., (n,n′γ), (p,2nγ), (d,d′), (3He,n), (α,2nγ)9/2+

2 1521 (γ, γ′), (n,n′γ), (p,2nγ), (d,d′), (α, α′), (α,2nγ)5/2−

1 1580 log ft = 7.5 (EC from 3/2+), Coul.ex., (γ, γ′), (n,n′γ), (p,2nγ), (d,d′)1/2+

2 1658 log ft = 7.9 (EC from 3/2+), (n,n′γ)13/2+

1 1768 M1/E2→ 11/2+1 : δ = +0.08, (n,n′γ), (p,2nγ), (d,d′), (α, α′), (α,2nγ)

15/2+1 1797 1.0 ns B(M1→ 13/2+

1 ) = 0.088 W.u., B(E2→ 11/2+1 ) = 0.87 W.u.,

µ = +8.0 µn, (n,n′γ), (p,2nγ), (d,d′), (α,2nγ)7/2+

2 1854 (n,n′γ), (p,2nγ)13/2+

2 1987 (n,n′γ), (p,2nγ), (α,2nγ)17/2+

1 2070 (p,2nγ), (α,2nγ)5/2−

2 2075 (n,n′γ), (d,d′), (α, α′)7/2−

1 2105 (n,n′γ), (p,2nγ), (d,d′), (α, α′)5/2−

3 2172 (n,n′γ), (p,2nγ), (d,d′), (α, α′)5/2−

4 2316 (n,n′γ), (d,d′), (α, α′)5/2−

5 2363 (n,n′γ), (d,d′), (α, α′)11/2−

2 2383 (n,n′γ), (p,2nγ), (d,d′), (α, α′)19/2−

1 2928 (p,2nγ), (d,d′), (α,2nγ)19/2+

1 2963 (α,2nγ)21/2+

1 3018 (α,2nγ)21/2−

1 3397 (α,2nγ)23/2−

1 3472 (α,2nγ)23/2+

1 3586 0.2 ns B(M1→ 21/2+1 ) = 0.0006 W.u., (α,2nγ)

7/2+3 6877 5.4 fs (γ, γ′)

5/2−6 7256 1.6 fs (γ, γ′)

5/2+2 7632 5.1 fs (γ, γ′)

5/2+3 7915 65 fs (γ, γ′)





5–112143

59Pr

84[Ref. p. 5–167

7/2+1 0

5/2+1 57

?

3/2+1 351

?

?

7/2+2 490

?

?

?

5/2+2 722

?

?

?

?

3/2+2 938

?

?

?

?

3/2+3 1161

?

?

?

?

?




7/2+1 0 13.57 d log ft ≥ 10.81u (β− from 3/2−), (d,3He)

5/2+1 57 4.14 ns B(M1/E2→ 7/2+

1 ) = 0.00369/1.0 W.u. (δ = +0.039),log ft = 7.70 (β− from 3/2−), µ = +3.4 µn, (d,3He)

3/2+1 351 59 ps B(M1/E2→ 5/2+

1 ) = 0.0081/32 W.u. (δ = +0.77),B(E2→ 7/2+

1 ) = 2.7 W.u., log ft = 7.18 (β− from 3/2−)7/2+

2 490 log ft = 10.21u (β− from 3/2−)5/2+

2 722 log ft = 7.11 (β− from 3/2−), (d,3He)3/2+

2 938 log ft = 7.58 (β− from 3/2−), (d,3He)3/2+

3 1161 log ft = 7.25 (β− from 3/2−)





Ref. p. 5–167]140

60Nd

805–113

0+1 0

2+1 774

?

0+2 1413

?

?

4+1 1802

?

3−1 2124

?

?

7−1 2221

?

5−1 2276

?

0+3 23306+1 2366

?

?

?

6−1 2842

?

7−2 3062

?

?

8−1 3239

?

?

9−1 3455

?

?

10+1 3621

?

10−1 3668

?

7−3 3673

?

?

?

10−2 4031

?

11−1 4323

?

?

11+1 4915

?




0+1 0 3.37 d log ft = 4.34 (EC from 1+), (p,t), (HI,xnγ)2+1 774 log ft = 5.48 (EC from 1+), (p,t), (HI,xnγ)0+2 1413 log ft = 5.9 (EC from 1+)4+1 1802 (p,t), (HI,xnγ)3−1 2124 (HI,xnγ)7−1 2221 0.60 ms B(E3→ 4+

1 ) = 0.72 W.u., log ft = 5.17 (EC from 8−), (p,t), (HI,xnγ)5−1 2276 log ft = 8.1 (EC from 8−), (HI,xnγ)0+3 2330 (p,t)6+1 2366 log ft = 7.3 (EC from 8−), (HI,xnγ)6−1 2842 log ft = 7.4 (EC from 8−)7−2 3062 M1/(E2)→ 7−

1 : δ = −0.25+0.25−0.20, log ft = 6.9 (EC from 8−), (HI,xnγ)

8−1 3239 M1/E2→ 7−

2 : δ = −0.4+0.4−0.3, M1/E2→ 7−

1 : δ = −1.7,log ft = 7.0 (EC from 8−), (HI,xnγ)

9−1 3455 M1/E2→ 8−

1 : δ = −0.25+0.25−0.10, (HI,xnγ)

10+1 3621 22 ns B(E1→ 9−

1 ) = 2.31× 10−6 W.u., µ = −1.92 µn, (HI,xnγ)10−

1 3668 (HI,xnγ)7−3 3673 log ft = 6.7 (EC from 8−)10−

2 4031 M1/E2→ 9−1 : δ = −1.9+1.1

−2.1, (HI,xnγ)11−

1 4323 M1/E2→ 10−2 : δ = −0.8, (HI,xnγ)

11+1 4915 M1/E2→ 10+

1 : δ = −0.4, (HI,xnγ)





5–114142

60Nd

82[Ref. p. 5–167

0+1 0

2+1 1576

?

3−1 2085

?

4+1 2101

?

?

6+1 2210

?

0+2 2217

?

?

2+2 2385

?

?

4+2 2438

?

5+1 2514

?

?

?

3+1 2548

?

2+3 2846

?

6+2 2887

?

?

4−1 29600+3 29787−1 3243

?

1−1 3425

?

?

8+1 3454

?

?

8−1 3457

?

9−1 3486

?

?

?

?

2+4 34873−2 37792−1 38258+2 3832

?

?

2−2 3908

10+1 3926

?

?

10−1 4607

?

11−1 4717

?

?

11−2 4987

?

12−1 5203

?

?

13−1 5260

?

12−2 5308

?

?

?

13−2 5469

?

?

14−1 5746

?

?

?

3−3 6200

14+1 6247

?

14+2 6441

?

?

15+1 6657

?

?

?

1−2 6877

?

?

15+2 7006

?

16+1 7130

?

?

18+1 8526

?

20+1 9534

?



Ref. p. 5–167]142

60Nd

825–115



0+1 0 stable log ft = 8.91u (β− from 2−), log ft = 4.5 (EC from 1+), (γ, γ′), (p,t),

(d,t), (3He,d), (12C,14C), (14C,16O), (HI,xnγ)2+1 1576 0.110 ps B(E2→ 0+

1 ) = 12.04 W.u., log ft = 7.1 (β− from 2−),log ft = 5.3 (EC from 1+), (γ, γ′), (p,t), (d,t), (3He,d), (12C,14C),(14C,16O), (HI,xnγ)

3−1 2085 B(E3→ 0+

1 ) = 28.6 W.u., log ft = 6.5 (β− from 2−), (p,t), (12C,14C),(14C,16O), (HI,xnγ)

4+1 2101 28 ns (p,t), (3He,d), (12C,14C), (HI,xnγ)6+1 2210 18.1 µs B(E2→ 4+

1 ) = 0.0179 W.u., (HI,xnγ)0+2 2217 log ft = 5.5 (EC from 1+), (p,t)2+2 2385 0.14 ps B(E2→ 0+

1 ) = 1.0 W.u., log ft = 6.2 (EC from 1+), (γ, γ′), (3He,d),(HI,xnγ)

4+2 2438 (HI,xnγ)5+1 2514 (HI,xnγ)3+1 2548 (3He,d), (HI,xnγ)2+3 2846 34 fs log ft = 6.1 (EC from 1+), (γ, γ′), (p,t), (3He,d)6+2 2887 (HI,xnγ)4−1 29600+3 2978 (p,t), (3He,d) (12C,14C)7−1 3243 (3He,d), (HI,xnγ)1−1 3425 (γ, γ′), (p,t)8+1 3454 (HI,xnγ)8−1 3457 (HI,xnγ)9−1 3486 1.6 ns (HI,xnγ)2+4 3487 (p,t), (12C,14C)3−2 3779 (d,t)2−1 3825 (d,t)8+2 3832 (HI,xnγ)2−2 3908 (d,t), (3He,d)10+

1 3926 0.6 ns (HI,xnγ)10−

1 4607 (HI,xnγ)11−

1 4717 (HI,xnγ)11−

2 4987 (HI,xnγ)12−

1 5203 (HI,xnγ)13−

1 5260 (HI,xnγ)12−

2 5308 (HI,xnγ)13−

2 5469 (HI,xnγ)14−

1 5746 (HI,xnγ)3−3 620014+

1 6247 (HI,xnγ)14+

2 6441 (HI,xnγ)15+

1 6657 (HI,xnγ)1−2 6877 1.34 fs B(E1→ 0+

1 ) = 4.8× 10−4 W.u., (γ, γ′)15+

2 7006 (HI,xnγ)16+

1 7130 (HI,xnγ)18+

1 8526 (HI,xnγ)20+

1 9534 (HI,xnγ)





5–116143

60Nd

83[Ref. p. 5–167

7/2−1 0

3/2−1 742

?

13/2+1 1228

?

1/2−1 1306

?

9/2−1 1407

?

11/2−1 1431

?

?

5/2−1 1556

?

?

3/2+1 1556

?

?

1/2+1 1608

?

9/2−2 1739

?

?

1/2+2 1775

?

?

?

3/2+2 1800

?

?

?

?

?

7/2−2 1852

?

3/2−2 1853

?

?

?

5/2−2 1911

?

?

11/2−2 1988

?

?

?

?

5/2+1 1996

?

?

1/2−2 2005

?

?

?

9/2+1 2011

?

15/2−1 2019

?

7/2−3 2036

?

?

?

?

13/2−1 2067

?

?

11/2−3 2075

?

7/2+1 2091

?

?

?

11/2−4 2094

?

?

?

3/2−3 2126

?

?

?

?

9/2−3 2134

?

?

?

7/2+2 2174

?

?

5/2−3 2187

?

?

7/2−4 2197

?

?

?

11/2−5 2201

?

?

?

?

5/2+2 2221

?

?

?

13/2−2 2223

?

?

?

11/2+1 2242

?

?

?

11/2−6 2249

?

?

?

7/2−5 2284

?

?

?

13/2−3 2295

?

?

?

?

?

11/2−7 2323

?

?

?

?

15/2+1 2359

?

?

3/2−4 2362

?

?

?

17/2−1 2398

?

9/2−4 2399

?

?

?

?

3/2−5 2420

?

?

?

5/2−4 2433

?

?

?

?

9/2−5 2443

?

?

?

5/2−5 2460

?

?

11/2−8 2464

?

?

?

?

17/2+1 2483

?

19/2−1 2490

?

7/2−6 2496

?

?

?

7/2−7 2528

?

?

?

3/2−6 2530

?

?

?

?

?

?

5/2−6 2588

?

?

?

11/2−9 2590

?

?

3/2−7 2662

?

?

?

?

3/2−8 2684

?

?

?

3/2−9 2738

?

?

?

13/2−4 2750

?

?

13/2+2 2805

?

?

?

21/2+1 2911

?

3/2−10 2957

?

?

3/2−11 2999

?

?

3/2−12 3013

?

?

?

?



Ref. p. 5–167]143

60Nd

835–117


[keV] Refs. [91P3, 97A, 98T, 99BNL]

7/2−1 0 stable log ft = 7.605 (β− from 7/2+), log ft = 8.39 (EC from 5/2+),

µ = −1.065 µn, Q = −0.63 barn, Coul.ex., (n,γ), (p,p′), (pol p,d),(p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (pol d,t), (3He,α), (α,nγ),(α,3nγ), (18O,5nγ)

3/2−1 742 2.8 ps B(E2→ 7/2−

1 ) = 20.1 W.u., log ft = 12.751u (β− from 7/2+),log ft = 7.43 (EC from 5/2+), Coul.ex., (n,γ), (p,p′), (pol p,d), (p,t),(d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (α,nγ), (α,3nγ)

13/2+1 1228 6.79 ns B(E3→ 7/2−

1 ) = 34.85 W.u., µ = +0.377 µn, (p,t), (p,p′), (d,p),(pol d,p), (d,pγ), (d,d′), (d,t), (3He,α), (α,nγ), (α,3nγ), (18O,5nγ)

1/2−1 1306 (n,γ), (p,p′), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (α,nγ)

9/2−1 1407 53 fs B(M1/E2→ 7/2−

1 ) = 0.10/13 W.u. (δ = 0.65), Coul.ex., (γ, γ′),(p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (3He,α), (α,nγ),(α,3nγ)

11/2−1 1431 68 fs B(E2→ 7/2−

1 ) = 31 W.u., Coul.ex., (γ, γ′), (p,p′), (p,t), (d,p),(pol d,p), (d,pγ), (d,d′), (3He,α), (α,nγ), (α,3nγ)

5/2−1 1555.5 0.19 ps B(M1/E2→ 7/2−

1 ) = 0.026/0.33 W.u. (δ = 0.23),B(M1→ 3/2−

1 ) = 0.021 W.u., (γ, γ′), (n,γ), (p,p′), (p,t), (d,p),(pol d,p), (d,pγ), (d,d′), (d,t), (α,nγ)

3/2+1 1556.4 (n,γ), (p,p′), (p,t), (d,t), (pol d,t), (3He,α), (α,nγ)

1/2+1 1608 (n,γ), (p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (pol d,t),

(3He,α), (α,nγ)9/2−

2 1739 63 fs B(M1/E2→ 7/2−1 ) = 0.046/3.7 W.u. (δ = 0.65), (γ, γ′), (p,p′),

(p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (3He,α), (α,nγ)1/2+

2 1775 (n,γ), (p,p′), (p,t), (d,t), (pol d,t), (α,nγ)3/2+

2 1800 (n,γ), (p,p′), (d,d′), (pol d,t), (α,nγ)7/2−

2 1852 50 fs B(M1→ 7/2−1 ) < 0.067 W.u., B(E2→ 7/2−

1 ) > 2.2 W.u. (δ > 0.65),(γ, γ′), (p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (α,nγ)

3/2−2 1853 M1/E2→ 3/2−

1 : δ ≈ 0.20, (n,γ), (p,p′), (p,t), (d,p), (pol d,p),(d,pγ), (d,d′), (α,nγ)

5/2−2 1911 67 fs B(M1/E2→ 7/2−

1 ) = 0.041/0.7 W.u. (δ = 0.33), (γ, γ′), (n,γ),(p,p′), (d,p), (pol d,p), (d,pγ), (d,d′), (α,nγ)

11/2−2 1988 M1/E2→ 9/2−

1 : δ = 0.14, (p,p′), (p,t), (3He,α), (α,nγ)5/2+

1 1996 < 0.1 ps B(E1→ 3/2−1 ) > 0.00013 W.u., (γ, γ′), (p,p′), (d,d′), (α,nγ)

1/2−2 2005 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)

9/2+1 2011 27 fs (γ, γ′), (p,p′), (α,nγ)

15/2−1 2019 (α,nγ), (α,3nγ), (18O,5nγ)

7/2−3 2036 (p,p′), (p,t), (α,nγ)

13/2−1 2067 (p,t), (d,d′)

11/2−3 2075 (p,p′), (d,p), (pol d,p), (d,pγ), (3He,α), (α,nγ), (α,3nγ)

7/2+1 2091 ≈ 30 fs B(E1→ 5/2−

1 ) = 0.0022 W.u., B(E1→ 9/2−1 ) = 0.011 W.u., (γ, γ′),

(p,p′), (p,t), (d,d′), (α,nγ)11/2−

4 2094 (α,nγ)3/2−

3 2126 M1/E2→ 3/2−1 : δ > 0.33, (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)

9/2−3 2134 (p,p′), (d,d′), (α,nγ)

7/2+2 2174 (p,p′), (p,t), (α,nγ)

5/2−3 2187 (α,nγ)

7/2−4 2197 (d,p), (pol d,p), (d,pγ), (α,nγ)

11/2−5 2201 (d,t), (α,nγ)

5/2+2 2221 < 0.1 ps (γ, γ′), (p,t), (d,t), (α,nγ)






5–118143

60Nd

83[Ref. p. 5–167


[keV] Refs. [91P3, 97A, 98T, 99BNL]

13/2−2 2223 (p,p′), (α,nγ)

11/2+1 2242 (p,t), (p,p′), (3He,α), (α,nγ)

11/2−6 2249 (d,d′), (d,t), (α,nγ)

7/2−5 2284 (p,p′), (p,t), (α,nγ)

13/2−3 2295 (p,p′), (α,nγ)

11/2−7 2323 (α,nγ)

15/2+1 2359 (α,nγ), (α,3nγ)


17/2−1 2398 ≤ 0.3 ns B(M1→ 15/2−

1 ) > 0.0013 W.u., (α,nγ), (α,3nγ), (18O,5nγ)9/2−

4 2399 (α,nγ), (3He,α)3/2−

5 2420 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)5/2−

4 2433 (d,p), (pol d,p), (d,pγ), (α,nγ)9/2−

5 2443 (α,nγ)5/2−

5 2460 (p,p′), (d,p), (pol d,p), (d,pγ), (α,nγ)11/2−

8 2464 (α,nγ)17/2+

1 2483 (p,p′), (α,nγ)19/2−

1 2490 ≤ 0.3 ns B(M1→ 17/2−1 ) > 0.033 W.u., (p,p′), (α,nγ), (α,3nγ), (18O,5nγ)

7/2−6 2496 (γ, γ′), (d,p), (pol d,p), (d,pγ), (α,nγ)

7/2−7 2528 (p,p′), (α,nγ)

3/2−6 2530 (n,γ), (p,t), (d,p), (pol d,p), (d,pγ), (α,nγ)

5/2−6 2588 (α,nγ)

11/2−9 2590 (α,nγ)



3/2−9 2738 (n,γ), (3He,α)

13/2−4 2750 (p,t), (α,nγ)

13/2+2 2805 (p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (3He,α), (α,nγ)

21/2+1 2911 0.48 ns B(E1→ 19/2−

1 ) = 6.9× 10−6 W.u., (α,nγ), (α,3nγ), (18O,5nγ)3/2−

10 2957 (n,γ), (d,p), (pol d,p), (d,pγ)3/2−

11 2999 (n,γ)3/2−

12 3013 (n,γ)21/2+

2 3024 ≤ 1.04 psB(E1→ 19/2−1 ) > 0.0016 W.u., (α,nγ), (α,3nγ), (18O,5nγ)

7/2−8 3040 (p,t)

7/2−9 3071 (γ, γ′), (p,t)

23/2+1 3085 7.6 ps B(M1→ 21/2+

1 ) = 0.30 W.u., (18O,5nγ)1/2+

3 3168 (n,γ), (d,p), (pol d,p), (d,pγ)25/2+

1 3457 48 ps B(M1/E2→ 23/2+1 ) = 0.008/0.5 W.u. (δ = 0.115), (α,3nγ),

(18O,5nγ)27/2+

1 4225 (α,3nγ), (18O,5nγ)29/2+

1 4636 (α,3nγ), (18O,5nγ)31/2+

1 5000 (18O,5nγ)






Ref. p. 5–167]144

60Nd

845–119

0+1 0

2+1 697

?

4+1 1315

?

3−1 1511

?

?

2+2 1561

?

?

6+1 1791

?

0+2 2084

?

?

5−1 2093

?

?

?

3+1 2178

?

?

?

1−1 2186

?

?

?

?

2+3 2270

?

?

2+4 24474+2 2451

?

?

2+5 2527

?

?

?

2+6 2592

?

?

3−2 2605

?

?

3+2 2655

?

0+3 2675

?

0+4 2743

?

?




0+1 0 2.29 Py log ft = 6.53 (β− from 0−), HF=1.0 (α from 0+), Coul.ex., (n,γ),

(n,n′γ), (p,t), (d,p), (d,6Li), (t,p), (α,2nγ), (12C,12C′)2+1 697 4.51 ps B(E2→ 0+

1 ) = 17 W.u., log ft = 9.201u (β− from 0−), µ = 0.30 µn,Coul.ex., (n,γ), (n,n′γ), (p,t), (d,p), (d,6Li), (t,p), (α,2nγ), (12C,12C′)

4+1 1315 7.4 ps B(E2→ 2+

1 ) = 18.8 W.u., log ft = 8.548 (EC from 5−), (n,γ), (n,n′γ),(p,t), (d,p), (d,6Li), (t,p), (α,2nγ), (12C,12C′)

3−1 1511 E1/M2→ 2+

1 : δ = 0.12, log ft > 8.6 (β− from 3−), (n,γ), (n,n′γ),(p,t), (d,p), (t,p), (α,2nγ), (12C,12C′)

2+2 1561 log ft = 10.91u (β− from 0−), (n,γ), (n,n′γ), (p,t), (d,p), (t,p),

(α,2nγ)6+1 1791 log ft = 8.087 (EC from 5−), (n,γ), (n,n′γ), (p,t), (d,p), (t,p), (α,2nγ)0+2 2084 log ft = 8.69 (β− from 0−), (n,n′γ), (p,t), (t,p)5−1 2093 E1/M2→ 4+

1 : δ = +0.23, log ft = 8.63 (EC from 5−), (n,γ), (n,n′γ),(α,2nγ)

3+1 2178 M1/E2→ 4+

1 : δ = −0.84+0.17−0.92, (n,γ), (n,n

′γ)1−1 2186 E1/M2→ 2+

1 : δ = 0.01, log ft = 6.31 (β− from 0−), (n,γ), (n,n′γ),(d,p), (t,p)

2+3 2270 (n,n′γ)2+4 2447 (p,t), (d,p), (t,p)4+2 2451 M1/E2→ 4+

1 : δ = −1.3, (n,γ), (n,n′γ)2+5 2527 (n,γ)2+6 2592 (n,γ), (n,n′γ)3−2 2605 (n,γ), (n,n′γ), (d,p), (t,p)3+2 2655 (n,γ)0+3 2675 log ft = 8.03 (β− from 0−), (p,t)0+4 2743 log ft = 8.16 (β− from 0−), (t,p)





5–120145

60Nd

85[Ref. p. 5–167

7/2−1 0

3/2−1 67

?

5/2−1 73

?

11/2−1 658

?

9/2−1 748

?

?

?

3/2−2 780

?

?

?

1/2−1 920

?

?

9/2−2 921

?

?

?

5/2−2 937

?

?

?

3/2+1 1085

?

?

13/2+1 1111

?

7/2−2 1150

?

?

?

9/2−3 1162

?

?

?

5/2−3 1250

?

?

?

5/2−4 1286

?

?

?

1/2+1 1326

?

3/2−3 1401

?

15/2−1 1401

?

?

13/2−1 1428

?

?

9/2−4 1527

?

?

?

?

?

3/2+2 1533

?

17/2+1 1710

?

?

1/2+2 1714

?

?

?

3/2−4 1745

?

?

?

?

5/2+1 1820

3/2−5 1885

?

?

?

?

1/2+3 1960

3/2−6 2004

?

?

?

17/2−1 2012

?

?

3/2−7 2036

?

?

17/2−2 2071

?

3/2−8 2107

?

?

5/2+2 2204

3/2−9 2270

?

?

?

?

21/2+1 2421

?

21/2−1 2534

?

5/2+3 2647

3/2−10 2703

?

?

5/2+4 2799

1/2+4 2826

25/2+1 3270

?

29/2+1 3962

?




7/2−1 0 stable log ft = 6.96 (β− from 7/2+), log ft = 7.81 (EC from 5/2+),

µ = −0.656 µn, Q = −0.33 barn, Coul.ex., (n,γ), (n,n′γ), (p,p′),(p,d), (d,p), (d,t), (pol d,t), (3He,α), (3He,αγ), (α,3He), (13C,4nγ)

3/2−1 67 29.4 ns B(E2→ 7/2−

1 ) = 29.2 W.u., log ft = 8.3 (EC from 5/2+), Coul.ex.,(n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t), (pol d,t)

5/2−1 73 0.72 ns B(M1→ 7/2−

1 ) = 0.0173 W.u., log ft = 9.36 (β− from 7/2+),log ft = 8.1 (EC from 5/2+), µ = −0.320 µn, Coul.ex., (n,γ), (n,n′γ),(d,t), (pol d,t), (3He,αγ), (13C,4nγ)





Ref. p. 5–167]145

60Nd

855–121



11/2−1 658 Coul.ex., (n,n′γ), (p,p′), (p,d), (d,p), (pol d,t) (d,t) (3He,αγ), (α,3He),

(13C,4nγ)9/2−

1 748 3.7 ps B(M1/E2→ 7/2−1 ) = 0.0027/4.7 W.u. (δ = +1.3),

B(M1/E2→ 11/2−1 ) = 0.0029/2.0× 103 W.u.,

B(E2→ 5/2−1 ) = 11 W.u., log ft = 8.06 (β− from 7/2+), Coul.ex.,

(n,n′γ), (p,p′), (p,d), (d,p), (d,t), (pol d,t), (3He,α), (3He,αγ),(α,3He), (13C,4nγ)

3/2−2 780 0.9 ps B(E2→ 7/2−

1 ) = 8.7W.u., Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d), (d,p),(d,t), (pol d,t), (3He,αγ)

1/2−1 920 (n,γ), (n,n′γ), (p,d), (d,p), (d,t), (pol d,t)

9/2−2 921 0.73 ps B(M1/E2→ 7/2−

1 ) = 0.016/6.1 W.u. (δ = 0.75),B(E2→ 5/2−

1 ) = 13 W.u., log ft = 8.44 (β− from 7/2+), Coul.ex.,(n,n′γ), (p,p′), (3He,αγ)

5/2−2 937 (n,n′γ), (d,p), (d,t), (pol d,t), (α,3He)

3/2+1 1085 (n,n′γ), (p,d), (d,t), (pol d,t)

13/2+1 1111 (p,p′), (d,p), (d,t), (pol d,t), (3He,α), (3He,αγ), (α,3He), (13C,4nγ)

7/2−2 1150 log ft = 7.98 (β− from 7/2+), (n,n′γ), (d,p)

9/2−3 1162 M1/E2→ 7/2−

1 : δ = −0.87+0.48−0.83, log ft = 9.25 (β− from 7/2+),

Coul.ex., (n,n′γ), (p,p′)5/2−

3 1250 log ft = 9.2 (β− from 7/2+), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t),(pol d,t), (α,3He)

5/2−4 1286 log ft = 9.68 (β− from 7/2+), (n,γ), (n,n′γ), (d,p)

1/2+1 1326 (n,n′γ), (p,d), (d,t), (pol d,t)

3/2−3 1400.9 (n,n′γ), (d,p)

15/2−1 1401.3 E1/(M2)→ 13/2+

1 : δ = −0.05, (n,n′γ), (13C,4nγ)13/2−

1 1428 (13C,4nγ)9/2−

4 1527 log ft = 7.88 (β− from 7/2+), (n,n′γ), (d,p), (α,3He)3/2+

2 1533 (d,t), (pol d,t), (3He,α), (3He,αγ)17/2+

1 1710 E1/(M2)→ 15/2−1 : δ = −0.12, (13C,4nγ)

1/2+2 1714 (n,γ), (p,d), (d,t), (pol d,t)

3/2−4 1745 (n,γ), (d,p)

5/2+1 1820 (d,t), (pol d,t)

3/2−5 1885 (n,γ), (d,p)

1/2+3 1960 (d,t), (pol d,t)

3/2−6 2004 (n,γ), (n,n′γ), (d,p)

17/2−1 2012 M1/E2→ 15/2−

1 : δ = −0.11, (n,n′γ), (13C,4nγ)3/2−

7 2036 (n,γ)17/2−

2 2071 (n,n′γ), (13C,4nγ)3/2−

8 2107 (n,γ)5/2+

2 2204 (p,d), (d,t), (pol d,t)3/2−

9 2270 (n,γ), (n,n′γ), (d,p)21/2+

1 2421 (13C,4nγ)21/2−

1 2534 (13C,4nγ)5/2+

3 2647 (p,d), (d,t), (pol d,t)3/2−

10 2703 (n,γ)5/2+

4 2799 (d,t), (pol d,t)1/2+

4 2826 (d,t), (pol d,t)25/2+

1 3270 (13C,4nγ)29/2+

1 3962 (13C,4nγ)





5–122146

60Nd

86[Ref. p. 5–167

0+1 02+1 454

?

0+2 915

?

4+1 1042

?

3−1 1190

?

?

2+2 1303

?

?

1−1 1377

?

?

2+3 1471

?

?

5−1 1518

?

?

0+3 1603

?

0+4 1697

?

4+2 1745

?

?

?

3+1 1777

?

?

?

6+1 1780

?

?

2+4 1787

?

?

?

2+5 1905

?

?

?

4+3 1919

?

?

?

?

2+6 1978

?

?

?

?

?

?

4+4 1989

?

?

?

?

7−1 2029

?

?

3−2 2073

?

?

2+7 2119

?

?

2+8 2144

?

?

?

?

?

3−3 2166

?

?

?

?

2+9 2197

?

2+10 2208

?

3+2 2220

?

?

?

?

3−4 2232

?

2+11 2266

?

?

2+12 2286

?

?

7−2 2336

?

?

3−5 2336

?

4+5 2435

?

?

2+13 2437

?

?

2+14 2457

?

?

?

8+1 2475

?

?

2+16 2553

?

?

3+3 2562

?

2+17 2575

?

8+2 2594

?

?

0+5 2611

?

?

1−5 2681

?

?

9−1 2706

?

?

1−6 2757

?

?

?

1−7 2830

?

?

2+19 2855

?

?

?

3−7 2929

?

2+21 2971

?

?

?

?

?

2+22 3043

?

9−2 3109

?

?

10+1 3124

?

?

10−1 3246

?

?

1+1 3276

?

?

10+2 3320

?

?

3−11 3369

?

?

?

?

11−1 3405

?

?

?

1+2 3411

?

?

11−2 3501

?

?

1−10 3534

?

?

?

2+36 3709

?

?

1−11 3751

?

?

12+1 3902

?

?

12−1 3958

?

12+2 3994

?

?



Ref. p. 5–167]146

60Nd

865–123



0+1 0 stable log ft = 9.261u (β− from (2)−), Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′γ),

(n,α), (p,p′), (p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)2+1 454 21.6 ps B(E2→ 0+

1 ) = 29.3 W.u., log ft = 7.93 (β− from (2)−),log ft = 9.40 (EC from 3−), µ = +0.58 µn, Q = −0.78 barn,Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′), (t,p),(α, α′4nγ), (13C,3nγ)

0+2 915 log ft > 11.21u (β− from (2)−), (p,p′), (d,d′)4+1 1042 4.0 ps B(E2→ 2+

1 ) = 43 W.u., log ft > 11.11u (β− from (2)−),log ft = 10.42 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (n,α), (p,p′),(p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)

3−1 1190 0.62 ps B(E1→ 2+

1 ) = 0.00099 W.u., log ft = 8.94 (β− from (2)−),log ft = 8.53 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (n,α), (p,p′),(p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)

2+2 1303 log ft ≈ 9.3 (β− from (2)−), (p,t)1−1 1377 64 fs log ft = 8.13 (β− from (2)−), (γ, γ′), (n,γ), (n,n′γ), (n,α), (p,p′),

(p,t), (d,d′)2+3 1471 ≈ 0.3 ps M1/E2→ 2+

1 : δ = +5.2+1.6−1.0, log ft = 8.62 (β− from (2)−), (γ, γ′),

(n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′)5−1 1518 (n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)0+3 1603 (n,n′γ), (p,t)0+4 1697 log ft = 9.831u (β− from (2)−), (p,p′), (p,t), (d,d′), (t,p)4+2 1745 M1/E2→ 4+

1 : δ = −0.23, (n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′),(t,p)

3+1 1777 E1/(M2)→ 3−

1 : δ = −0.7, M1/E2→ 4+1 : δ = −22,

M1/E2→ 2+1 : δ = −16, log ft ≈ 9.2 (β− from (2)−), (n,γ), (n,n′γ),

(p,t)6+1 1780 (p,p′), (d,d′), (α, α′4nγ), (13C,3nγ)2+4 1787 M1/E2→ 2+

1 : δ = −0.59+0.1−0.12, log ft = 8.54 (β− from (2)−), (γ, γ′),

(n,γ), (n,n′γ), (p,p′), (p,t), (d,d′)2+5 1905 M1/E2→ 2+

1 : δ = −0.37, log ft = 7.79 (β− from (2)−), (n,α), (n,γ),(n,n′γ), (p,t)

4+3 1919 (n,γ), (n,n′γ), (n,α), (p,p′), (d,d′)2+6 1978 M1/E2→ 2+

4 : δ = +0.03, E1/(M2)→ 3−1 : δ = +0.06,

M1/E2→ 2+1 : δ = +0.17, log ft = 6.70 (β− from (2)−), (n,γ), (n,n′γ),

(p,p′), (p,t), (d,d′), (t,p)4+4 1989 M1/E2→ 4+

1 : δ = −0.14, (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′)1−2 2027 (p,p′), (d,d′)7−1 2029 (α, α′4nγ), (13C,3nγ)5−2 2069 (p,p′), (d,d′)3−2 2073 (n,γ), (n,n′γ), (p,t), (t,p)2+7 2119 (n,γ), (n,n′γ)2+8 2144 (n,n′γ), (p,t)3−3 2166 (n,γ), (n,n′γ), (p,t)2+9 2197 M1/E2→ 2+

1 : δ = +2.9, (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′)2+10 2208 (n,n′γ), (p,p′), (d,d′), (t,p)3+2 2220 (n,γ), (n,n′γ)1−3 2225 (p,p′), (d,d′)3−4 2232 (n,γ), (n,n′γ), (p,t)2+11 2266 log ft ≈ 8.5 (β− from (2)−), (n,n′γ), (p,t), (t,p)





5–124146

60Nd

86[Ref. p. 5–167



1−4 2269 (p,p′), (d,d′)2+12 2286 (n,γ), (n,n′γ), (p,t)7−2 2335.5 (13C,3nγ)3−5 2335.6 E1/(M2)→ 2+

1 : δ = −0.02, (n,n′γ), (p,p′), (p,t), (d,d′), (t,p)4+5 2435 M1/E2→ 3+

1 : δ = +0.61, (n,γ), (n,n′γ)2+13 2437 (n,γ), (n,n′γ), (p,t)2+14 2457 (n,n′γ), (p,p′), (d,d′)8+1 2475 (α, α′4nγ), (13C,3nγ)2+15 2529 (n,γ), (p,t)2+16 2553 E1/M2→ 3−

1 : δ = +0.45, (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′), (t,p)3+3 2562 M1/E2→ 2+

1 : δ < +0.06, (n,γ), (n,n′γ)5−3 2570 (p,p′), (d,d′)2+17 2575 (n,γ), (γ, γ′), (p,t)2+18 2587 (γ, γ′), (p,t)8+2 2594 (13C,3nγ)0+5 2611 (n,n′γ), (p,p′), (p,t), (d,d′)4+6 2623 (p,p′), (p,t), (d,d′)1−5 2681 0.08 ps log ft = 7.47 (β− from (2)−), (γ, γ′), (n,n′γ), (t,p)9−1 2706 (α, α′4nγ), (13C,3nγ)0+6 2729 (p,t), (t,p)5−4 2750 (n,γ), (p,p′), (p,t), (d,d′)1−6 2757 5.3 fs (γ, γ′), (n,n′γ)0+7 2820 (p,p′), (p,t), (d,d′)1−7 2830 67 fs (γ, γ′)2+19 2855 (n,n′γ), (p,t)3−6 2856 (p,t)2+20 2871 (n,γ), (p,p′), (p,t), (d,d′)5−5 2916 (p,p′), (d,d′)3−7 2929 (n,γ), (p,t)4+7 2932 (p,p′), (d,d′)0+8 2945 (p,p′), (p,t), (d,d′)2+21 2971 log ft = 7.2 (β− from (2)−), (n,γ), (p,p′), (p,t), (d,d′)3−8 2997 (n,γ), (p,t)5−6 3005 (p,p′), (d,d′)3−9 3014 (n,γ), (p,p′), (d,d′)0+9 3028 (p,t), (t,p)2+22 3043 (n,γ), (p,t)2+23 3091 (n,γ), (p,p′), (p,t), (d,d′)2+24 3102 (p,p′), (d,d′)9−2 3109 (13C,3nγ)10+

1 3124 (α, α′4nγ), (13C,3nγ)1−8 3126 (p,p′), (p,t), (d,d′)4+8 3148 (p,p′), (p,t), (d,d′)4+9 3161 (p,p′), (d,d′)2+25 3172 (n,γ), (p,t)4+10 3208 (p,p′), (d,d′)2+26 3220 (p,t)2+27 3230 (n,γ), (p,t)2+28 3236 (p,t)





Ref. p. 5–167]146

60Nd

865–125



10−1 3246 (13C,3nγ)

3−10 3248 (p,p′), (d,d′)1+1 3276 22 fs (γ, γ′)2+29 3283 (p,p′), (p,t), (d,d′)4+11 3310 (p,p′), (d,d′)10+

2 3320 (13C,3nγ)2+30 3329 (p,t)3−11 3369 log ft = 6.7 (β− from (2)−), (p,t)1−9 3389 (p,t)11−

1 3405 (α, α′4nγ), (13C,3nγ)1+2 3411 8.4 fs (γ, γ′)5−7 3434 (p,p′), (d,d′)2+31 3443 (p,t)4+12 3455 (γ, γ′), (p,p′), (p,t), (d,d′)3−12 3468 (p,t)4+13 3472 (p,p′), (d,d′)2+32 3481 (p,p′), (p,t), (d,d′)11−

2 3501 (α, α′4nγ), (13C,3nγ)5−8 3503 (p,p′), (d,d′)3−13 3521 (p,t)1−10 3534 log ft ≈ 6.8 (β− from (2)−), (p,t)2+33 3546 (p,p′), (p,t), (d,d′)5−9 3558 (p,p′), (p,t), (d,d′)2+34 3569 (p,t)2+35 3583 (p,p′), (d,d′)4+14 3601 (p,t)5−10 3610 (p,p′), (p,t), (d,d′)5−11 3667 (p,p′), (p,t), (d,d′)2+36 3709 45 fs log ft > 6.6 (β− from (2)−), (γ, γ′), (p,t)2+37 3727 (p,t)3−14 3742 (p,t)1−11 3751 16 fs (γ, γ′), (p,t)3−15 3810 (p,t)12+

1 3902 (13C,3nγ)3−16 3922 (p,t)12−

1 3958 (13C,3nγ)12+

2 3994 (13C,3nγ)13−

1 4028 (α, α′4nγ), (13C,3nγ)2+38 4168 (p,t)3−17 4179 (p,t)2+39 4196 (p,t)2+40 4212 (p,t)1−12 4243 (p,t)2+41 4256 (p,t)13−

2 4295 (13C,3nγ)4+15 4404 (p,t)3−18 4442 (p,t)4+16 4545 (p,t)14+

1 4694 (13C,3nγ)





5–126146

60Nd

86[Ref. p. 5–167



14+2 4696 (13C,3nγ)

3−19 4738 (p,t)3−20 4755 (p,t)15−

1 4761 (13C,3nγ)2+42 4765 (p,t)14−

1 4787 (13C,3nγ)4+17 4899 (p,t)3−21 4982 (p,t)15−

2 5058 (13C,3nγ)15+

1 5161 (13C,3nγ)16+

1 5363 (13C,3nγ)16+

2 5461 (13C,3nγ)17−

1 5559 (13C,3nγ)16−

1 5612 (13C,3nγ)18+

1 5900 (13C,3nγ)19−

1 6203 (13C,3nγ)20+

1 6514 (13C,3nγ)





Ref. p. 5–167]147

60Nd

875–127

5/2−1 0

7/2−1 50

?

5/2−2 128

?

?

1/2−1 215

?

?

3/2−1 315

?

?

?

?

3/2−2 464

?

?

?

?

5/2−3 517

?

?

?

?

7/2−2 581

?

?

1/2−2 605

?

?

?

3/2−3 631

?

?

?

?

?

?

3/2+1 769

?

?

?

?

?

3/2−4 957

?

?

?

1/2−3 1041

?

?

?

3/2+2 1112

?

?

?

3/2+3 1264

?

?

?

?

?

3/2+4 1311

?

?

?

?

?

?

?

?

1/2+1 1353

3/2+5 1398

?

?

?

1/2+2 1445

?

?

3/2−5 1550

?

?

1/2+3 1673

1/2+4 2018

1/2+5 2424

?

?



5–128147

60Nd

87[Ref. p. 5–167



5/2−1 0 10.98 d µ = +0.578 µn, Q = +0.9 barn, (n,γ), (d,p), (d,t), (pol d,t), (3He,α)

7/2−1 50 2.5 ns B(M1/E2→ 5/2−

1 ) = 0.0058/19 W.u. (δ = 0.12),log ft = 7.9 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t), (3He,α)

5/2−2 128 ≤ 0.8 ns B(M1→ 7/2−

1 ) > 0.011 W.u., B(E2→ 7/2−1 ) > 57 W.u. (δ = 0.28),

B(M1→ 5/2−1 ) > 0.00054 W.u, log ft = 7.1 (β− from (3/2+)), (n,γ),

(d,p), (d,t), (pol d,t), (3He,α)1/2−

1 215 5.8 ns B(E2→ 5/2−2 ) = 88 W.u., B(E2→ 5/2−

1 ) = 0.14 W.u.,log ft = 7.1 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t)

3/2−1 315 log ft = 6.81 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t)


5/2−3 517 log ft = 7.78 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t), (3He,α)

7/2−2 581 log ft = 8.08 (β− from (3/2+)), (d,p), (d,t), (pol d,t), (3He,α)

1/2−2 605 < 0.8 ns (n,γ), (d,p), (d,t), (pol d,t)


3/2+1 769 log ft = 6.36 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t), (3He,α)

3/2−4 957 (n,γ), (d,p), (d,t), (pol d,t)

1/2−3 1041 (n,γ), (d,p), (d,t), (pol d,t)

3/2+2 1112 (n,γ), (d,p), (d,t), (pol d,t) (3He,α)

3/2+3 1264 log ft = 6.61 (β− from (3/2+)), (d,p), (d,t), (pol d,t)

3/2+4 1311 log ft = 6.15 (β− from (3/2+)), (n,γ), (d,t), (pol d,t)

1/2+1 1353 (d,t), (pol d,t)

3/2+5 1398 log ft = 6.94 (β− from (3/2+)), (n,γ), (d,t), (pol d,t), (3He,α)

1/2+2 1445 (n,γ), (d,t), (pol d,t)

3/2−5 1550 (n,γ) (d,p), (d,t), (pol d,t)

1/2+3 1673 (d,t), (pol d,t)

1/2+4 2018 (d,t), (pol d,t)

1/2+5 2424 log ft = 5.56 (β− from (3/2+)), (d,t), (pol d,t)

1/2+6 2593 (d,t), (pol d,t)





Ref. p. 5–167]148

60Nd

865–129

0+1 0

2+1 302

?

4+1 752

?

0+2 917

?

0+3 970

3−1 999

?

?

1−1 1023

?

?

2+2 1171

?

?

?

?

?

5−1 1242

?

2+3 1249

?

?

?

6+1 1280

?

3+1 1512

?

?

0+4 1600

7−1 1645

?

?

2+4 1660

?

?

?

?

3+2 1729

?

?

8+1 1857

?

?

3+3 1859

?

?

2+5 2074

?

?

?

?

?

?

9−1 2132

?

?

10+1 2472

?

?

11−1 2677

?

?



5–130148

60Nd

86[Ref. p. 5–167



0+1 0 stable log ft ≈ 7.1 (β− from 1−), Coul.ex., (n,n′γ), (p,t), (d,d′), (t,p),

(α,α2n′γ)2+1 302 78.0 ps B(E2→ 0+

1 ) = 60.0 W.u., log ft ≈ 7.0 (β− from 1−), µ = 0.64 µn,Q = −0.67 barn, Coul.ex., (n,n′γ), (p,t), (d,d′), (t,p), (α,α2n′γ)

4+1 752 7.03 ps B(E2→ 2+

1 ) = 92 W.u., log ft = 6.6 (β− from (4)), Coul.ex., (n,n′γ),(d,d′), (α,α2n′γ)

0+2 917 3.3 ps log ft ≈ 8.1 (β− from 1−), (n,n′γ), (t,p)0+3 ≈ 970 (p,t)3−1 999 log ft = 6.5 (β− from (4)), Coul.ex., (n,n′γ), (d,d′), (t,p), (α,α2n′γ)1−1 1023 log ft ≈ 7.7 (β− from 1−), (n,n′γ), (d,d′)2+2 1171 0.75 ps M1/E2→ 2+

1 : δ = +8+12−2 , log ft ≈ 7.7 (β− from 1−), Coul. ex.,

(n,n′γ), (d,d′), (t,p)5−1 1242 E1/(M2)→ 4+

1 : δ = +0.03, (n,n′γ), (d,d′), (α,α2n′γ)2+3 1249 0.74 ps log ft ≈ 8.0 (β− from 1−), Coul.ex., (n,n′γ)6+1 1280 (n,n′γ), (α,α2n′γ)3+1 1512 log ft ≈ 8.3 (β− from 1−), (n,n′γ)0+4 ≈ 1600 (p,t)7−1 1645 (α,α2n′γ)2+4 1660 log ft ≈ 6.9 (β− from 1−), (n,n′γ)3+2 1729 M1/E2→ 4+

1 : δ = 0.00+0.13−0.14, M1/E2→ 2+

1 : δ = +0.37, (n,n′γ)8+1 1857 (n,n′γ), (α,α2n′γ)3+3 1859 log ft = 6.7 (β− from (4)), (d,d′), (t,p)2+5 2074 M1/E2→ 2+

1 : δ = −0.03+0.25−0.28, log ft ≈ 6.7 (β− from 1−)

9−1 2132 (α,α2n′γ)10+

1 2472 (α,α2n′γ)11−

1 2677 (α,α2n′γ)2+6 ≈ 3650 (p,t)





Ref. p. 5–167]150

60Nd

905–131

0+1 0

2+1 130

?

4+1 381

?

0+2 675

?

6+1 720

?

2+2 851

?

?

?

?

1−1 853

?

?

3−1 935

?

?

2+3 1062

?

?

?

5−1 1129

?

?

8+1 1130

?

4+2 1138

?

?

?

?

?

4+3 1353

?

?

4+4 1435

?

3−2 14823−3 15193−4 1545

?

3−5 1580

10+1 1599

?

4+5 16483−6 16870+3 1738

?

4+6 1782

3−7 18664+7 18854+8 19064+9 1921

3−8 19884+10 20332+4 2069

?

?

?

?

?

Iπn Sn = 7380 keV, Sp = 9995 keV, ∆ = −73694 keV E [keV]


5–132150

60Nd

90[Ref. p. 5–167

Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions


0+1 0 21 Ey log ft = 6.0 (β− from (1)−), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′),

(d,d′), (d,d′γ), (d,6Li), (t,p)2+1 130 1.492 ns B(E2→ 0+

1 ) = 115 W.u., log ft = 5.92 (β− from (1)−),µ = +0.644 µn, Q = −2.0 barn, Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′),(d,d′), (d,d′γ), (d,6Li), (t,p)

4+1 381 63 ps B(E2→ 2+

1 ) = 175 W.u., log ft = 7.45 (β− from (1)−), µ = +1.28 µn,Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li)

0+2 675 5.5 ps B(E2→ 2+

1 ) = 44.8 W.u., log ft = 6.88 (β− from (1)−), Coul.ex.,(n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li), (t,p)

6+1 720 12.6 ps B(E2→ 4+

1 ) = 212 W.u., Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′),(d,d′γ), (d,6Li)

2+2 851 4.6 ps B(E2→ 4+

1 ) = 20 W.u., B(E2→ 2+1 ) = 7.1 W.u.,

B(E2→ 0+1 ) = 0.51 W.u., log ft = 6.61 (β− from (1)−),

Coul.ex., (t,p), (e,e′), (d,6Li), (n,n′γ), (d,d′γ)1−1 853 log ft = 6.85 (β− from (1)−), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′),

(d,d′), (d,d′γ)3−1 935 log ft = 7.0 (β− from (1)−), Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′),

(d,d′γ), (d,6Li)2+3 1062 1.47 ps B(E2→ 4+

1 ) = 1.7 W.u., B(E2→ 2+1 ) = 5.7 W.u. (δ > 1.5),

B(E2→ 0+1 ) = 3 W.u., log ft = 6.95 (β− from (1)−),

Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li)5−1 1129 Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ)8+1 1130 4.4 ps B(E2→ 6+

1 ) = 236 W.u., Coul.ex., (n,n′γ), (d,6Li)4+2 1138 Coul.ex., (n,n′γ), (d,d′γ), (d,6Li)4+3 1353 Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li)4+4 1435 log ft = 7.16 (β− from (1)−), Coul.ex., (e,e′), (p,p′), (d,d′)3−2 1482 (e,e′), (p,p′), (d,d′), (d,6Li)3−3 1519 (e,e′), (n,n′γ), (p,p′), (d,d′)3−4 1545 log ft = 7.11 (β− from (1)−), (e,e′), (n,n′γ), (p,p′), (d,d′)3−5 1580 (e,e′), (n,n′γ), (p,p′), (d,d′)10+

1 1599 Coul.ex.4+5 1648 (e,e′), (p,p′), (d,d′)3−6 1687 (e,e′), (p,p′), (d,d′)0+3 1738 log ft = 7.46 (β− from (1)−), (e,e′), (p,p′), (d,d′)4+6 1782 (p,p′), (d,d′)3−7 1866 (e,e′), (p,p′), (d,d′)4+7 1885 (e,e′), (p,p′), (d,d′)4+8 1906 (e,e′), (p,p′), (d,d′)4+9 1921 (p,p′), (d,d′)3−8 1988 (e,e′), (p,p′), (d,d′)4+10 2033 (p,p′), (d,d′)2+4 2069 log ft = 5.88 (β− from (1)−), (p,p′), (d,d′)3−9 2077 (p,p′), (d,d′)3−10 2090 (p,p′), (d,d′)3−11 2109 (p,p′), (d,d′)4+11 2129 (p,p′), (d,d′)4+12 2174 (p,p′), (d,d′)2+5 2194 (p,p′), (d,d′)4+13 2206 (p,p′), (d,d′)





Ref. p. 5–167]150

60Nd

905–133



2+6 2223 (p,p′), (d,d′), (d,6Li)2+7 2242 (p,p′), (d,d′)3−12 2328 (p,p′), (d,d′)2+8 2384 (p,p′), (d,d′)1−2 2414 18 fs (γ, γ′)4+14 2441 (p,p′), (d,6Li)4+15 2475 (p,p′), (d,d′)4+16 2528 (p,p′), (d,d′)4+17 2563 (p,p′), (d,d′)5−2 2596 (p,p′), (d,d′)4+18 2638 (p,p′), (d,d′)4+19 2652 (p,p′), (d,d′)4+20 2681 (p,p′), (d,d′)1+1 2681 38 fs (γ, γ′)4+21 2707 (p,p′), (d,d′)4+22 2737 (p,p′), (d,d′)4+23 2755 (p,p′), (d,d′)4+24 2789 (p,p′), (d,d′)3−13 2818 (p,p′), (d,d′)3−14 2836 (p,p′), (d,d′)3−15 2880 (p,p′), (d,d′)4+25 2895 (p,p′), (d,d′)1+2 2895 27 fs (γ, γ′)4+26 2925 (p,p′), (d,d′)2+9 2961 (p,p′), (d,d′)4+27 3039 (p,p′), (d,d′)1+3 3058 8.4 fs (γ, γ′)3−16 3069 (p,p′), (d,d′)4+28 3085 (p,p′), (d,d′)1+4 3096 17 fs (γ, γ′)1+5 3103 20 fs (γ, γ′)2+10 3112 (p,p′), (d,d′)4+29 3252 (p,p′), (d,d′)4+30 3301 (p,p′), (d,d′)3−17 3315 (p,p′), (d,d′)





5–134150

60Nd

90[Ref. p. 5–167

00+0gsb

IπKn E [keV]

1302+0gsb

?

6750+01

8512+01

11384+01

?

?

8531−01

9353−01

11295−01

10622+21

13534+21


Ref. p. 5–167]143

61Pm

825–135

5/2+1 0

7/2+1 272

?

11/2−1 960

?

?

3/2+1 1057

?

1/2+1 1173

?

3/2+2 1403

?

9/2+1 1456

?

?

11/2+1 1664

?

1/2+2 1753

?

15/2+1 1898

?

13/2−1 1951

?

?

13/2−2 2060

?

17/2+1 2288

?

15/2−1 2437

?

?

17/2−1 2882

?

19/2−1 2930

?

?

21/2−1 3013

?

19/2−2 3076

?

?

?

21/2−2 3377

?

?

?




5/2+1 0 265 d log ft = 4.9 (EC from 3/2+), µ = +3.8 µn, HF=0.5 (α from 5/2+),

(p,2nγ), (d,2nγ), (d,3He), (3He,d), (α,2nγ)7/2+

1 272 1.06 ns B(M1→ 5/2+1 ) = 0.00094 W.u., B(E2→ 5/2+

1 ) < 0.17 W.u.(δ < 0.15), log ft ≥ 7.8 (EC from 3/2+), (p,2nγ), (d,2nγ), (d,3He),(3He,d), (α,2nγ)

11/2−1 960 24.0 ns B(M2→ 7/2+

1 ) = 0.24 W.u., B(E3→ 5/2+1 ) = 10.2 W.u.,

log ft = 6.6 (EC from 11/2−), µ = +6.8 µn, (p,2nγ), (d,2nγ), (d,3He),(3He,d), (α,2nγ)

3/2+1 1057 log ft = 5.8 (EC from 3/2+), (p,2nγ), (d,2nγ), (d,3He), (3He,d),

(α,2nγ)1/2+

1 1173 log ft = 6.4 (EC from 3/2+), (p,2nγ), (d,3He), (3He,d), (α,2nγ)3/2+

2 1403 log ft = 6.4 (EC from 3/2+), (p,2nγ), (d,3He), (3He,d),9/2+

1 1456 (p,2nγ), (d,2nγ), (α,2nγ)11/2+

1 1664 (p,2nγ), (d,2nγ), (α,2nγ)1/2+

2 1753 log ft = 7.7 (EC from 3/2+), (3He,d)15/2+

1 1898 10.5 ns B(E2→ 11/2+1 ) = 1.45 W.u., µ = +7.7 µn, (p,2nγ), (d,2nγ), (α,2nγ)

13/2−1 1951 (p,2nγ), (d,2nγ), (3He,d), (α,2nγ)

13/2−2 2060 (p,2nγ), (d,2nγ), (α,2nγ)

17/2+1 2288 (p,2nγ), (d,2nγ), (α,2nγ)

15/2−1 2437 (p,2nγ), (d,2nγ), (α,2nγ)

17/2−1 2882 (p,2nγ), (d,2nγ), (α,2nγ)

19/2−1 2930 (p,2nγ), (d,2nγ), (α,2nγ)

21/2−1 3013 (p,2nγ), (d,2nγ), (α,2nγ)

19/2−2 3076 (M1/E2)→ 17/2−

1 : δ = +0.11, (d,2nγ), (α,2nγ)21/2−

2 3377 M1/E2→ 19/2−2 : δ = −0.27, (α,2nγ)





5–136145

61Pm

84[Ref. p. 5–167

5/2+1 0

7/2+1 61

?

3/2+1 492

?

?

7/2+2 670

?

?

9/2+1 714

?

1/2+1 727

?

9/2+2 750

?

?

11/2−1 795

?

?

?

5/2+2 824

?

?

?

11/2+1 837

?

?

7/2+3 884

?

?

1/2+2 1057

?

9/2−1 1102

?

?

?

?

11/2+2 1207

?

?

?

?

13/2+1 1347

?

?

7/2−1 1385

?

13/2+2 1397

?

?

13/2+3 1494

?

15/2+1 1502

?

?




5/2+1 0 17.7 y log ft = 8.91 (EC from 7/2−), (p,nγ), (p,2nγ), (3He,d),

7/2+1 61 2.64 ns B(M1→ 5/2+

1 ) = 0.0356 W.u. (δ < 0.045),log ft = 7.79 (EC from 7/2−), (p,nγ), (p,2nγ), (3He,d),

3/2+1 492 log ft = 9.451u (EC from 7/2−), (p,nγ), (p,2nγ), (3He,d),

7/2+2 670 M1/E2→ 5/2+

1 : δ = 0.44, (p,nγ), (p,2nγ)9/2+

1 714 M1/E2→ 7/2+1 : δ = 0.63, (p,nγ), (p,2nγ)

1/2+1 727 (p,2nγ), (3He,d)

9/2+2 750 (p,nγ), (p,2nγ)

11/2−1 795 17.1 ns B(M2→ 7/2+

1 ) ≤ 0.30 W.u., B(E3→ 5/2+1 ) ≤ 13 W.u., (p,nγ),

(p,2nγ), (3He,d),5/2+

2 824 (p,2nγ)11/2+

1 837 (p,nγ), (p,2nγ)7/2+

3 884 M1/E2→ 5/2+1 : δ = 1.1, (p,nγ), (p,2nγ)

1/2+2 1057 (p,2nγ), (3He,d),

9/2−1 1102 M1/E2→ 11/2−

1 : δ = 0.34, (p,nγ), (p,2nγ)11/2+

2 1207 M1/E2→ 9/2+2 : δ = 0.07, (p,nγ), (p,2nγ)

13/2+1 1347 (p,nγ), (p,2nγ)

7/2−1 1385 (p,2nγ), (3He,d)

13/2+2 1397 (p,nγ), (p,2nγ)

13/2+3 1494 (p,nγ), (p,2nγ)

15/2+1 1502 (p,2nγ)

1/2+3 1716 (3He,d)

1/2+4 1978 (3He,d)

1/2+5 2112 (3He,d)





Ref. p. 5–167]147

61Pm

865–137

7/2+1 0

5/2+1 91

?

9/2+1 408

?

3/2+1 411

?

?

7/2+2 489

?

?

5/2+2 531

?

?

?

11/2−1 649

?

?

5/2+3 686

?

?

?

?




7/2+1 0 2.6234 y log ft > 10.3 (β− from 5/2−), µ = +2.58 µn, Q = +0.74 barn,

(p,2nγ), (d,3He)5/2+

1 91 2.50 ns B(M1/E2→ 7/2+1 ) = 0.00377/2.2 W.u. (δ = 0.094),

log ft = 7.392 (β− from 5/2−), µ = +3.22 µn, Q = +0.6 barn,(p,2nγ), (d,3He)

9/2+1 408 M1/E2→ 7/2+

1 : δ = +0.57, (p,2nγ)3/2+

1 411 0.139 ns B(M1/E2→ 5/2+1 ) = 0.0038/2.8 W.u. (δ = −0.37),

B(E2→ 7/2+1 ) = 0.5 W.u., log ft = 8.76 (β− from 5/2−), (p,2nγ)

7/2+2 489 M1/E2→ 5/2+

1 : δ = +0.30, log ft = 8.38 (β− from 5/2−), (p,2nγ)5/2+

2 531 0.083 ns B(M1/E2→ 3/2+1 ) = 0.0037/0.4 W.u. (δ = +0.050),

B(M1/E2→ 5/2+1 ) = 0.00019/0.20 W.u. (δ = +0.62),

B(M1/E2→ 7/2+1 ) = 0.0013/0.41 W.u. (δ = −0.40),

log ft = 6.95 (β− from 5/2−), (p,2nγ)11/2−

1 649 12 ns B(E1→ 9/2+1 ) = 1.15 × 10−6 W.u., B(M2→ 7/2+

1 ) = 0.14 W.u.,(p,2nγ)

5/2+3 686 0.25 ns B(M1/E2→ 7/2+

2 ) = 0.0009/0.5 W.u. (δ = −0.20),B(M1/E2→ 3/2+

1 ) = 0.0015/0.21 W.u. (δ = 0.14),B(M1/E2→ 7/2+

1 ) = 5× 10−5/0.06 W.u. (δ = −0.95),M1/(E2)→ 5/2+

1 : δ ≥ 6, log ft = 7.02 (β− from 5/2−), (p,2nγ)





5–138148

61Pm

87[Ref. p. 5–167

1−1 0

2−1 76

?

6−1 138

?




1−1 0 5.370 d µ = +2.08 µn, Q = +0.2 barn, (d,3He)2−1 76 (p,nγ), (d,3He)6−1 138 41.29 d B(E4→ 2−

1 ) = 0.0081 W.u., µ = 1.82 µn, (p,nγ), (d,3He)





Ref. p. 5–167]149

61Pm

885–139

7/2+1 0

5/2+1 114

?

3/2+1 189

?

?

5/2+2 211

?

?

?

11/2−1 240

?

7/2−1 270

?

?

?

?

9/2+1 288

?

7/2+2 360

?

?

1/2+1 388

?

?

?

5/2+3 397

?

?

?

?

?

?

3/2+2 415

?

?

7/2+3 425

?

?

?

?

?

?

3/2−1 462

?

?

?

?

?

5/2−1 538

?

?

?

?

?

?

?

?

?

1/2+2 637

7/2−2 655

?

?

?

?

?

?

?

?

?

7/2+4 721

?

?

3/2+3 752

11/2−2 791

?

1/2+3 907

1/2+4 1008

5/2+4 1142

?

?

?

?

?

3/2+4 1329

3/2+5 1394

?




7/2+1 0 53.08 h µ = 3.3 µn, (p,2nγ), (p,α), (d,3He), (pol t,α), (3He,d), (α,t)

5/2+1 114 2.53 ns B(M1/E2→ 7/2+

1 ) = 0.00273/2.9 W.u. (δ = +0.16),log ft = 7.4 (β− from 5/2−), µ = +2.13 µn, (p,2nγ), (p,α), (d,3He),(pol t,α), (3He,d), (α,t)

3/2+1 189 3.27 ns B(M1/E2→ 5/2+

1 ) = 0.0014/70 W.u. (δ = +0.71),B(E2→ 7/2+

1 ) = 3.2 W.u., log ft > 7.7 (β− from 5/2−),µ = +1.09 µn, (p,2nγ), (p,α), (pol t,α), (3He,d), (α,t)





5–140149

61Pm

88[Ref. p. 5–167



5/2+2 211 80 ps B(M1→ 5/2+

1 ) = 0.012W.u., B(E2→ 5/2+1 ) < 18W.u. (δ = +0.09),

B(M1/E2→ 7/2+1 ) = 0.019/38 W.u. (δ = −0.41),

log ft = 6.70 (β− from 5/2−), µ = +2.20 µn, (p,2nγ), (p,α), (d,3He),(pol t,α), (3He,d), (α,t)

11/2−1 240 35 µs B(M2→ 7/2+

1 ) = 0.024 W.u., (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)

7/2−1 270 2.59 ns B(E2→ 11/2−

1 ) = 130 W.u., B(E1→ 5/2+2 ) = 2.2× 10−5 W.u.,

B(E1→ 5/2+1 ) = 5.6×10−6 W.u., B(E1→ 7/2+

1 ) = 1.93×10−6 W.u.,B(M2→ 7/2+

1 ) =< 1.5 W.u. (δ = −0.07),log ft = 6.777 (β− from 5/2−), µ = +2.19 µn, (p,2nγ), (p,α),(d,3He), (pol t,α), (3He,d), (α,t)

9/2+1 288 M1/E2→ 7/2+

1 : δ = +0.78, log ft > 10.51u (β− from 5/2−), (p,2nγ)7/2+

2 360 M1/E2→ 5/2+1 : δ = +0.23, log ft > 8.6 (β− from 5/2−), (p,2nγ),

(p,α), (d,3He), (pol t,α)1/2+

1 388 0.6 ns B(M1→ 3/2+1 ) = 0.032 W.u., B(E2→ 3/2+

1 ) < 7 W.u. (δ = +0.2),B(E2→ 5/2+

2 ) = 2.9 W.u., B(E2→ 5/2+1 ) = 1.2 W.u.,

log ft > 8.81u (β− from 5/2−), (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)

5/2+3 397 M1/E2→ 3/2+

1 : δ = +0.17, M1/E2→ 5/2+1 : δ = +0.65,

log ft = 7.35 (β− from 5/2−), (d,3He), (p,2nγ)3/2+

2 415 log ft = 8.64 (β− from 5/2−), (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)

7/2+3 425 M1/E2→ 5/2+

1 : δ = +0.23, log ft = 8.05 (β− from 5/2−), (p,2nγ),(d,3He)

3/2−1 462 log ft = 7.70 (β− from 5/2−), (3He,d), (p,2nγ)

5/2−1 538 ≤ 50 ps B(M1→ 3/2−

1 ) ≥ 0.0056 W.u. (δ < 0.8),B(E1→ 7/2+

3 ) ≥ 1.8× 10−5 W.u., B(E1→ 3/2+2 ) ≥ 3.0× 10−5 W.u.,

B(E1→ 5/2+3 ) ≥ 3.0× 10−5 W.u., B(E1→ 7/2+

2 ) ≥ 6.1× 10−5 W.u.,B(M1/E2→ 7/2−

1 ) ≥ 0.0058/1.2 W.u. (δ = +0.24),B(E1→ 5/2+

2 ) ≥ 2.8× 10−5 W.u. (δ = −0.07),B(E1→ 3/2+

1 ) ≥ 7.1× 10−6 W.u., B(E1→ 5/2+1 ) ≥ 2.2× 10−5 W.u.,

log ft = 6.35 (β− from 5/2−), (p,2nγ), (d,3He)1/2+

2 637 (3He,d), (α,t)7/2−

2 655 ≤ 0.18 ns B(M1→ 5/2−1 ) ≥ 3.9× 10−5 W.u. (δ = 0.5+1.1

−0.3),B(E1→ 7/2+

3 ) ≥ 2.7× 10−6 W.u., B(E1→ 5/2+3 ) ≥ 1.5× 10−6 W.u.,

B(E1→ 7/2+2 ) ≥ 1.5× 10−6 W.u., B(E1→ 9/2+

1 ) ≥ 7.6× 10−7 W.u.,B(E1→ 5/2+

2 ) ≥ 9.0× 10−7 W.u., B(E1→ 5/2+1 ) ≥ 2.9× 10−6 W.u.,

B(E1→ 7/2+1 ) ≥ 2.0 × 10−6 W.u., log ft = 6.23 (β− from 5/2−),

(p,2nγ), (p,α), (pol t,α)7/2+

4 721 log ft > 9.3 (β− from 5/2−), (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)

3/2+3 752 (p,α), (d,3He) (pol t,α), (3He,d), (α,t)

11/2−2 791 (p,2nγ), (p,α), (d,3He), (pol t,α), (3He,d), (α,t)

1/2+3 907 (p,α), (3He,d), (α,t)

1/2+4 1008 (pol t,α) (3He,d),

5/2+4 1142 log ft = 7.60 (β− from 5/2−), (3He,d), (α,t)

3/2+4 1329 (d,3He), (α,t)

3/2+5 1394 log ft = 7.44 (β− from 5/2−)

1/2+5 1765 (3He,d), (α,t)





Ref. p. 5–167]144

62Sm

825–141

0+1 0

2+1 1660

?

3−1 1810

?

?

4+1 2191

?

?

6+1 2323

?

2+2 2423

?

?

0+2 2478

?

?

4+2 2588

2+3 2799

?

5−1 2825

?

0+3 28274+3 2884

7−1 3124

?

0+4 31421−1 3225

?

3−2 32286+2 33082+4 33183−3 33758−1 3377

?

?

2+5 34269−1 3461

?

?

8−2 3519

?

5−2 3683

1−2 4262

?

10−1 4700

?

?

10−2 4759

?

11−1 4908

?

11−2 4961

?

12−1 5078

?

12−2 5151

?

?

?

?

13−1 5360

?

13−2 5521

?

?

?

14−1 5720

?

?

?

14+1 6126

?



5–142144

62Sm

82[Ref. p. 5–167



0+1 0 stable log ft = 4.50 (EC from 1+), HF=1.0 (α from 0+), Coul.ex., (γ, γ),

(γ, γ′), (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)2+1 1660 84.3 fs B(E2→ 0+

1 ) = 11.9 W.u., log ft = 4.89 (EC from 1+), Coul.ex., (γ, γ),(γ, γ′), (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)

3−1 1810 (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)4+1 2191 (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)6+1 2323 880 ns B(E2→ 4+

1 ) = 0.188 W.u., (p,p′), (p,t), (α,2nγ), (α,4nγ)2+2 2423 30 fs log ft = 5.44 (EC from 1+), (p,p′), (p,t), (γ, γ), (γ, γ′)0+2 2478 < 50 ps log ft = 5.22 (EC from 1+), (p,p′), (p,t), (α, α), (α, α′), (γ, γ), (γ, γ′)4+2 2588 (p,p′)2+3 2799 97 fs (p,p′), (p,t), (γ, γ), (γ, γ′)5−1 2825 (p,p′), (α,2nγ), (α,4nγ)0+3 2827 (p,t), (α, α), (α, α′), (16O,14C)4+3 2884 (γ, γ), (γ, γ′), (p,p′), (p,t)7−1 3124 (p,p′), (α,2nγ), (α,4nγ)0+4 3142 (p,p′), (p,t)1−1 3225 2.07 fs (γ, γ), (γ, γ′)3−2 3228 (p,p′), (16O,14C)6+2 3308 (p,p′)2+4 3318 (p,t)3−3 3375 (p,t)8−1 3377 1.6 ns B(M1→ 7−

1 ) ≤ 0.0004 W.u., B(E2→ 7−1 ) ≤ 3.6 W.u.,

B(M2→ 6+1 ) = 0.034 W.u., (α,2nγ), (α,4nγ)

2+5 3426 (p,t)9−1 3461 0.5 ns B(M1/E2→ 8−

1 ) = 0.029/2400 W.u., B(E2→ 7−1 ) = 1.2 W.u.,

(α,2nγ), (α,4nγ)8−2 3519 (p,p′), (α,2nγ), (α,4nγ)5−2 3683 (p,t)1−2 4262 (γ, γ), (γ, γ′), (p,p′)10−

1 4700 (α,2nγ), (α,4nγ)10−

2 4759 (α,2nγ), (α,4nγ)11−

1 4908 (α,2nγ), (α,4nγ)11−

2 4961 (α,2nγ), (α,4nγ)12−

1 5078 (α,2nγ), (α,4nγ)12−

2 5151 ≤ 0.3 ns (α,2nγ), (α,4nγ)13−

1 5360 (α,2nγ), (α,4nγ)13−

2 5521 (α,2nγ), (α,4nγ)14−

1 5720 (α,2nγ), (α,4nγ)14+

1 6126 (α,2nγ), (α,4nγ)





Ref. p. 5–167]145

62Sm

835–143

7/2−1 0

3/2−1 894

?

13/2+1 1105

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9/2−1 1423

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1/2+1 1436

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11/2−1 1538

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3/2+1 1547

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1/2−1 1607

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3/2+2 1628

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5/2−1 1659

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9/2−2 1706

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1/2+2 1729

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9/2−3 1780

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5/2+1 1804

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9/2+1 1848

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7/2+1 1858

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7/2−2 1877

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3/2−2 1973

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5/2−2 1997

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15/2−1 2050

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3/2−3 2133

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1/2−2 2160

17/2−1 2230

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5/2+2 2277

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9/2+2 2293

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5/2−3 2346

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3/2+3 2386

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5/2−4 2426

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17/2+1 2438

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19/2−1 2710

?

21/2+1 2931

?

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21/2+2 2979

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23/2+1 3120

?

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3/2−4 3140

25/2+1 3369

?

25/2+2 3484

?



5–144145

62Sm

83[Ref. p. 5–167



7/2−1 0 340 d log ft = 8.66 (EC from 5/2+), µ = −1.11 µn, Q = −0.59 barn, (n,γ),

(d,p), (d,pγ), (α,nγ), (α,3nγ), (α,3He), (13C,12C)3/2−

1 894 36 ps B(E2→ 7/2−1 ) = 0.61 W.u., log ft = 7.43 (EC from 5/2+), (n,γ),

(d,p), (d,pγ), (α,nγ), (α,3nγ), (α,3He), (13C,12C)13/2+

1 1105 15 ns B(E3→ 7/2−1 ) = 32 W.u., (d,p), (d,pγ), (α,nγ), (α,3nγ), (α,4nγ),

(α,3He)9/2−

1 1423 M1→ 7/2−1 : δ = +0.48, log ft = 10.411u (EC from 5/2+), (d,p),

(d,pγ), (α,nγ), (α,3nγ), (α,3He)1/2+

1 1436 (pol d,t), (α,nγ)11/2−

1 1538 (α,nγ), (α,3nγ)3/2+

1 1547 M1/E2→ 1/2+1 : δ = −1.98, M2/E3→ 7/2−

1 : δ = +0.62+0.12−0.10,

log ft = 7.37 (EC from 5/2+), (pol d,t), (α,nγ)1/2−

1 1607 log ft = 10.531u (EC from 5/2+), (n,γ), (d,p), (d,pγ), (13C,12C)3/2+

2 1628 M1/E2→ 1/2+1 : δ = +0.084, log ft = 8.77 (EC from 5/2+), (pol d,t),

(α,nγ)5/2−

1 1659 M1/E2→ 3/2−1 : δ = +0.16, M1/E2→ 7/2−

1 : δ = −2.07,log ft = 7.3 (EC from 5/2+), (d,p), (d,pγ), (13C,12C)

9/2−2 1706 (α,3nγ)

1/2+2 1729 (pol d,t), (α,nγ)

9/2−3 1780 log ft = 10.841u (EC from 5/2+), (d,p), (d,pγ), (α,3He)

5/2+1 1804 log ft = 8.35 (EC from 5/2+), (d,p), (d,pγ), (α,nγ)

9/2+1 1848 (α,nγ)

7/2+1 1858 log ft = 8.58 (EC from 5/2+), (d,p), (d,pγ), (α,nγ)

7/2−2 1877 M1/(E2)→ 9/2−

1 : δ = +0.03, M1/E2→ 7/2−1 : δ = −1.29,

log ft = 8.21 (EC from 5/2+), (d,p), (d,pγ)3/2−

2 1973 M1/E2→ 1/2−1 : δ = −2.2+0.7

−1.3, M1/E2→ 3/2−1 : δ = +0.04,

log ft = 8.43 (EC from 5/2+), (n,γ), (d,p), (d,pγ), (α,3He)5/2−

2 1997 M1/E2→ 5/2−1 : δ = +1.9+1.4

−0.8, M1/E2→ 7/2−1 : δ = +0.241,

log ft = 7.31 (EC from 5/2+), (d,p), (d,pγ), (α,3He), (13C,12C)15/2−

1 2050 ≈ 3 ns B(E1→ 13/2+1 ) ≈ 9.7× 10−8 W.u., (α,3nγ), (α,4nγ)

3/2−3 2133 M1/E2→ 1/2−

1 : δ = +0.31+0.1−0.09, M1/E2→ 3/2−

1 : δ = −0.61,log ft = 8.30 (EC from 5/2+), (n,γ), (d,p), (d,pγ), (α,3He)

1/2−2 2160 (n,γ), (d,p), (d,pγ), (α,3He), (13C,12C)

17/2−1 2230 (α,3nγ)

5/2+2 2277 E1/(M2)→ 7/2−

1 : δ = +0.067, log ft = 8.54 (EC from 5/2+)9/2+

2 2293 log ft = 9.89 (EC from 5/2+), (d,p), (d,pγ)5/2−

3 2346 M1/(E2)→ 3/2−2 : δ = −0.19+0.21

−0.41, M1/(E2)→ 7/2−1 : δ = +0.81+0.18

−0.10,log ft = 7.81 (EC from 5/2+), (d,p), (d,pγ)

3/2+3 2386 log ft = 7.80 (EC from 5/2+)

5/2−4 2426 log ft = 7.43 (EC from 5/2+), (d,p), (d,pγ)

17/2+1 2438 (α,3nγ), (α,4nγ)

19/2−1 2710 (α,3nγ), (α,4nγ), (α,3He)

21/2+1 2931 (α,3nγ), (α,4nγ)

21/2+2 2979 (α,3nγ), (α,4nγ)

23/2+1 3120 (α,3nγ), (α,4nγ)

3/2−4 3140 (n,γ), (d,p), (d,pγ)

25/2+1 3369 (α,3nγ)

25/2+2 3484 (α,4nγ)





Ref. p. 5–167]146

62Sm

845–145

0+1 0

2+1 747

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3−1 1380

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4+1 1381

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2+2 1648

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6+1 1812

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4−1 2046

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5−1 2083

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2+3 2156

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6+2 2222

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3+1 2270

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4+2 2281

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2+4 2401

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3−2 2513

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3+2 2532

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4+3 2678

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8+1 2737

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5−2 2788

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5+1 2898

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3+3 3015

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0+6 3021

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8+2 3043

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3+4 3068

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5+2 3073

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3+5 3093

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3−3 3136

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8−1 3167

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3+6 3184

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4+5 3232

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4+6 3239

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5−3 3260

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2+9 3278

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4+7 3330

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9−2 3355

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4+8 3377

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3−4 3392

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3+7 3517

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9+1 3567

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4−2 3584

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4+9 3626

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4+10 3652

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10−1 3754

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11−1 3784

11−2 4091

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12+1 4195

?

?

11−3 4341

?

?

12−1 4580?

13−1 4629

?

?



5–146146

62Sm

84[Ref. p. 5–167



0+1 0 103 My (p,t), (d,t), (t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)2+1 747 < 7.2 ps B(E2→ 0+

1 ) > 7.4 W.u., log ft = 10.07 (β− from 3−), (p,t), (d,t),(t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)

3−1 1380 log ft = 8.93 (β− from 3−), log ft = 8.14 (EC from 4−), (p,t), (d,t),

(t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)4+1 1381 ≤ 9 ps B(E2→ 2+

1 ) ≥ 2 W.u., log ft = 8.19 (EC from 4−), (p,t), (d,t), (t,p),(3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)

2+2 1648 (E1/M2)→ 3−

1 : δ = 0.33, (p,t), (d,t), (3He,α)6+1 1812 0.09 ns B(E2→ 4+

1 ) ≈ 9.6 W.u., log ft = 8.79 (EC from 4−), (p,t), (d,t),(t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)

4−1 2046 log ft = 8.08 (EC from 4−), (d,t)5−1 2083 log ft = 8.55 (EC from 4−), (p,t), (t,p), (3He,α), (3He,3nγ), (α,2nγ),

(α,4nγ), (11B,4nγ)2+3 2156 log ft = 9.751u (EC from 4−), (p,t), (d,t), (t,p), (3He,α)0+2 2211 (p,t)6+2 2222 log ft = 10.261u (EC from 4−), (p,t), (3He,3nγ), (α,2nγ), (α,4nγ),

(11B,4nγ)3+1 2270 M1/E2→ 4+

1 : δ = −0.36+0.11−0.18, log ft = 8.76 (EC from 4−)

4+2 2281 log ft = 8.02 (EC from 4−), (p,t), (d,t), (t,p)0+3 2331 (p,t)2+4 2401 log ft = 10.0 (EC from 4−), (p,t)3−2 2513 E1/(M2)→ 2+

2 : δ = −0.10+0.20−0.26, log ft = 8.52 (EC from 4−), (p,t),

(d,t)3+2 2532 log ft = 8.27 (EC from 4−), (p,t), (d,t), (3He,α)0+4 2600 (p,t), (t,p)7−1 2600 11 ps B(E2→ 5−

1 ) = 3 W.u., B(E1→ 6+1 ) = 0.0005 W.u., (3He,α),

(3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)4+3 2678 log ft = 7.79 (EC from 4−), (t,p)8+1 2737 11 ps B(E1→ 7−

1 ) = 2.0× 10−4 W.u., B(E2→ 6+2 ) = 0.46 W.u.,

B(E2→ 6+1 ) = 1.6 W.u., (t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ),

(11B,4nγ)5−2 2788 log ft = 7.88 (EC from 4−), (p,t), (d,t), (t,p), (3He,α)9−1 2798 0.83 ns B(E1→ 8+

1 ) = 0.7 × 10−4 W.u., B(E2→ 7−1 ) = 1.5 W.u., (p,t),

(3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)2+5 2824 (p,t)4+4 2850 (E1/M2)→ 4−

1 : δ = 0.79+0.29−0.24, log ft = 8.89 (EC from 4−), (p,t),

(t,p)2+6 2859 (p,t)5+1 2898 log ft = 8.33 (EC from 4−), (d,t)0+5 2921 (p,t)3+3 3015 log ft = 8.37 (EC from 4−), (d,t), (t,p)0+6 3021 (p,t)8+2 3043 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)3+4 3068 log ft = 8.37 (EC from 4−), (p,t)5+2 3073 log ft = 8.35 (EC from 4−), (d,t), (t,p)3+5 3093 log ft = 8.21 (EC from 4−), (p,t)0+7 3126 (p,t)3−3 3136 log ft = 8.09 (EC from 4−), (p,t), (d,t), (t,p)8−1 3167 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)





Ref. p. 5–167]146

62Sm

845–147



2+7 3176 (p,t)3+6 3184 log ft = 7.84 (EC from 4−)2+8 3205 (p,t)4+5 3232 log ft = 8.44 (EC from 4−), (p,t), (d,t)4+6 3239 log ft = 8.32 (EC from 4−), (p,t), (t,p)5−3 3260 log ft = 7.66 (EC from 4−), (p,t), (t,p)2+9 3278 log ft = 8.83 (EC from 4−), (p,t)2+10 3308 (p,t)4+7 3330 log ft = 8.87 (EC from 4−)9−2 3355 27 ps B(M1→ 8−

1 ) = 0.005 W.u., B(M1→ 9−1 ) = 0.004 W.u.,

B(E1→ 8+1 ) = 3 × 10−6 W.u., B(E2→ 7−

1 ) = 0.1 W.u., (3He,3nγ),(α,2nγ), (α,4nγ), (11B,4nγ)

4+8 3377 log ft = 8.07 (EC from 4−), (d,t), (3He,α)3−4 3392 log ft = 8.23 (EC from 4−), (p,t)3+7 3517 log ft = 7.94 (EC from 4−)9+1 3567 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)4−2 3584 log ft =7.71 (EC from 4−), (p,t), (3He,α)0+8 3618 (p,t)4+9 3626 log ft = 7.04 (EC from 4−), (d,t)4+10 3652 log ft = 7.94 (EC from 4−), (d,t)0+9 3686 (p,t)10−

1 3754 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)11−

1 3784 10 ps B(E2→ 9−1 ) = 1.3 W.u., (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)

0+10 3891 (p,t)0+11 4021 (p,t)11−

2 4091 4.9 ps B(E2→ 9−2 ) = 8 W.u., B(E2→ 9−

1 ) = 0.2 W.u., (3He,3nγ), (α,2nγ),(α,4nγ), (11B,4nγ)

12+1 4195 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)

11−3 4341 (α,4nγ), (11B,4nγ)

12−1 4580 (α,4nγ), (11B,4nγ)

13−1 4629 5.3 ps B(E2→ 11−

2 ) ≈ 20 W.u., (3He,3nγ), (α,4nγ), (11B,4nγ)





5–148147

62Sm

85[Ref. p. 5–167

7/2−1 0

5/2−1 121

?

3/2−1 197

?

?

11/2−1 717

?

3/2−2 799

?

?

?

9/2−1 809

?

?

11/2−2 932

?

?

?

13/2+1 1031

?

?

5/2+1 1064

?

?

?

5/2−2 1077

?

?

?

?

?

9/2−2 1180

?

?

?

1/2+1 1221

3/2−3 1453

?

?

?

?

?

?

15/2−1 1458

?

?

1/2+2 1668

17/2+1 1717

?

?

15/2−2 1762

?

?

15/2−3 1897

?

17/2−1 2109

?

21/2+1 2432

?

21/2−1 2558

?

21/2−2 2765

?

23/2−1 2978

?



Ref. p. 5–167]147

62Sm

855–149



7/2−1 0 106 Gy log ft = 7.4 (β− from 7/2+), log ft = 8.6 (EC from 5/2+),

HF=0.8 (α from 7/2−), µ = −0.815 µn, Q = −0.26 barn, Coul.ex.,(n,n′γ), (p,p′), (p,d), (p,t), (d,d′), (d,t), (3He,α), (3He,4nγ), (α,3nγ)

5/2−1 121 0.80 ns M1/E2→ 7/2−

1 : δ = −0.33, log ft = 10.6 (β− from 7/2+),log ft = 8.2 (EC from 5/2+), µ = −0.449 µn, Q = −0.45 barn,Coul.ex., (n,n′γ), (p,p′), (d,d′), (d,t), (3He,4nγ), (α,3nγ)

3/2−1 197 1.24 ns M1/E2→ 5/2−

1 : δ = +0.65, log ft = 12.01u (β− from 7/2+),log ft = 8.1 (EC from 5/2+), µ = −0.27 µn, Coul.ex., (n,n′γ), (p,p′),(p,d), (d,d′), (d,t), (3He,4nγ), (α,3nγ)

11/2−1 717 2.39 ps B(E2→ 7/2−

1 ) = 27.2 W.u., Coul.ex., (n,n′γ), (p,p′), (d,d′), (d,t),(3He,4nγ), (α,3nγ)

3/2−2 799 < 0.2 ns M1/E2→ 3/2−

1 : δ = 0.00, M1/E2→ 5/2−1 : δ = −0.47,

log ft = 7.7 (EC from 5/2+), Coul.ex., (n,n′γ), (p,p′), (p,d), (d,d′),(d,t), (3He,α), (3He,4nγ), (α,3nγ)

9/2−1 809 log ft = 10.91u (EC from 5/2+), Coul.ex., (n,n′γ), (d,d′), (d,t),

(3He,α), (3He,4nγ), (α,3nγ)11/2−

2 932 Coul.ex., (n,n′γ), (d,d′), (3He,4nγ), (α,3nγ)13/2+

1 1031 Coul.ex., (n,n′γ), (d,d′), (d,t), (3He,α), (3He,4nγ), (α,3nγ)5/2+

1 1064 log ft = 9.2 (EC from 5/2+), (n,n′γ), (p,d), (d,d′), (d,t)5/2−

2 1077 M1/E2→ 5/2−1 : δ = +0.16, log ft = 7.7 (EC from 5/2+), (n,n′γ)

9/2−2 1180 log ft = 9.2 (EC from 5/2+), (n,n′γ)

1/2+1 1221 (p,p′), (p,d), (d,d′), (d,t)

3/2−3 1453 log ft = 7.8 (EC from 5/2+), (n,n′γ), (p,p′), (d,d′), (d,t)

15/2−1 1458 (n,n′γ), (3He,4nγ), (α,3nγ)

1/2+2 1668 (p,d)

17/2+1 1717 (d,d′), (d,t), (3He,4nγ), (α,3nγ)

15/2−2 1762 (p,p′), (d,d′), (3He,4nγ), (α,3nγ)

15/2−3 1897 (3He,4nγ), (α,3nγ)

17/2−1 2109 (n,n′γ), (3He,4nγ), (α,3nγ)

21/2+1 2432 (3He,4nγ), (α,3nγ)

21/2−1 2558 (3He,4nγ), (α,3nγ)

21/2−2 2765 (3He,4nγ), (α,3nγ)

23/2−1 2978 (3He,4nγ), (α,3nγ)





5–150148

62Sm

86[Ref. p. 5–167

0+1 0

2+1 550

?

3−1 1162

?

4+1 1180

?

0+2 1424

?

2+2 1454

?

?

1−1 1465

?

?

?

5−1 1594

?

?

2+3 1664

?

?

4+2 1733

?

?

?

?

4+3 1895

?

?

?

6+1 1906

?

?

0+3 1922

?

2+4 1972

?

?

?

4−1 2031

?

?

?

6+2 2096

?

?

?

?

4+4 2111

?

?

?

?

?

?

?

?

7−1 2129

?

?

5+1 2148

?

?

?

?

?

?

6+3 2194

?

?

?

?

?

?

0+4 2207

?

4+5 2228

?

?

?

?

?

?

4+6 2327

?

?

?

?

?

?

?

?

0+5 23586+4 2374

?

?

?

7+1 2393

?

?

4+7 2490

?

?

?

?

?

?

?

?

4+8 2524

?

?

?

?

?

?

?

?

8+1 2545

?

?

?

?

4+9 2673

?

?

?

?

?

8+2 2715

?

?

4+10 2724

?

?

?

?

?

?

?

?

5+2 2802

?

?

?

?

?

?

?

?

?

?

?

9−1 2807

?

?

5+3 2831

?

?

?

?

?

?

?

?

?

?

?

?

?

3−2 3018

?

?

10+1 3235

?

10−1 3254

?

10+2 3398

?

?

11−1 3422

?

?

?

11−2 3615

?

?

12+1 3992

?

12+2 4105

?

?

13−1 4110

?

13−2 4397

?

?

14+1 4805

?

14+2 4806

?

?

15−1 4842

?

15−2 5136

?

17−1 5561

?



Ref. p. 5–167]148

62Sm

865–151



0+1 0 7 Py log ft = 9.12 (β− from 1−), HF=1.0 (α from 0+), Coul.ex., (γ, γ′),

(e,e′), (µ−,3nγ), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t),(HI,xnγ)

2+1 550 7.70 ps B(E2→ 0+

1 ) = 32.7 W.u., log ft = 9.45 (β− from 1−),µ = +0.492 µn, Q = −0.97 barn, Coul.ex., (e,e′), (µ−,3nγ), (n,γ),(n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)

3−1 1162 Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)4+1 1180 2.39 ps B(E2→ 2+

1 ) = 53 W.u., log ft = 9.4 (EC from 5−), Coul.ex., (n,γ),(n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)

0+2 1424 log ft = 10.0 (β− from 1−), Coul.ex., (n,n′γ), (p,t), (d,p)2+2 1454 0.38 ps B(M1/E2→ 2+

1 ) = 0.0113/7.6 W.u. (δ = +2.26),B(E2→ 0+

1 ) = 1.7 W.u., log ft = 10.4 (β− from 1−), Coul.ex., (n,γ),(n,n′γ), (p,t), (d,d′), (d,t)

1−1 1465 0.097 ps B(E1→ 2+

1 ) = 0.0012 W.u., B(E1→ 0+1 ) = 0.00058 W.u.,

log ft = 7.84 (β− from 1−), Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (d,p),(d,d′)

5−1 1594 log ft = 10.38 (β− from 6−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),

(HI,xnγ)2+3 1664 0.25 ps M1/E2→ 2+

1 : δ = −0.56, log ft = 10.7 (β− from 1−), Coul.ex., (n,γ),(n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t)

4+2 1733 M1/E2→ 4+

1 : δ = +1.66, E1/(M2)→ 3−1 : δ = 0.00,

log ft = 8.72 (EC from 5−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),(d,t), (HI,xnγ)

4+3 1895 M1/E2→ 4+

1 : δ = +0.25, E2/(M3)→ 2+1 : δ = −0.01,

log ft = 9.18 (EC from 5−), (n,γ), (n,n′γ), (d,t)6+1 1906 log ft = 8.37 (β− from 6−), log ft = 8.64 (EC from 5−), Coul.ex.,

(n,n′γ), (p,p′), (d,p), (d,t), (HI,xnγ)0+3 1922 log ft = 10.3 (β− from 1−), (p,t)2+4 1972 M1/E2→ 2+

1 : δ = −0.55, (n,γ), (n,n′γ), (p,p′), (d,p), (d,t)4−1 2031 M1/E2→ 3−

1 : δ = −1.73, log ft = 8.93 (EC from 5−), (n,γ), (n,n′γ),(d,t), (HI,xnγ)

6+2 2096 log ft = 7.89 (β− from 6−), log ft = 8.97 (EC from 5−), Coul.ex.,

(n,γ), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)4+4 2111 E1/M2→ 5−

1 : δ = 0.48, M1/E2→ 4+1 : δ = −0.80,

log ft = 9.00 (EC from 5−), (n,γ), (n,n′γ), (d,p), (d,d′), (d,t)7−1 2129 (HI,xnγ)5+1 2148 M1/E2→ 4+

2 : δ = 1.9+2.6−1.6, M1/E2→ 4+

1 : δ = 1.6+3.0−0.6,

log ft = 8.20 (EC from 5−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,t)6+3 2194 M1/E2→ 6+

2 : δ = 0.2, M1/E2→ 6+1 : δ = +0.088,

log ft = 7.24 (β− from 6−), log ft = 9.26 (EC from 5−), (n,γ), (d,p),(d,t), (HI,xnγ)

0+4 2207 (n,n′γ), (p,t)4+5 2228 log ft = 9.94 (EC from 5−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),

(d,t)4+6 2327 M1/E2→ 4+

1 : δ = −0.22, log ft = 8.91 (EC from 5−), (n,γ), (n,n′γ)0+5 2358 (p,t)6+4 2374 M1/(E2)→ 6+

1 : δ ≥ 0.41, log ft = 9.38 (EC from 5−), (d,p), (d,d′),(d,t)

7+1 2393 (HI,xnγ)4+7 2490 log ft = 8.66 (EC from 5−), (n,γ), (n,n′γ), (d,p), (d,t)





5–152148

62Sm

86[Ref. p. 5–167



4+8 2524 M1/E2→ 4+

1 : δ = +0.20, E1/(M2)→ 3−1 : δ = +0.05,

log ft = 8.46 (EC from 5−), (n,γ), (d,p), (d,d′), (d,t)8+1 2545 (HI,xnγ)4+9 2673 log ft = 9.32 (EC from 5−)8+2 2715 (HI,xnγ)4+10 2724 log ft = 8.43 (EC from 5−), (n,γ), (p,t), (d,d′)5+2 2802 M1/E2→ 5+

1 : δ = +0.89, M1/E2→ 6+1 : δ = −0.20,

log ft = 7.38 (EC from 5−), (n,n′γ)9−1 2807 (HI,xnγ)5+3 2831 M1/(E2)→ 5+

1 : δ = +0.85+0.35−0.40, log ft = 7.35 (EC from 5−)

3−2 3018 (n,n′γ), (d,t)10+

1 3235 (HI,xnγ)10−

1 3254 (HI,xnγ)10+

2 3398 (HI,xnγ)11−

1 3422 (HI,xnγ)11−

2 3615 (HI,xnγ)12+

1 3992 (HI,xnγ)12+

2 4105 (HI,xnγ)13−

1 4110 (HI,xnγ)13−

2 4397 (HI,xnγ)14+

1 4805 (HI,xnγ)14+

2 4806 (HI,xnγ)15−

1 4842 (HI,xnγ)15−

2 5136 (HI,xnγ)17−

1 5561 (HI,xnγ)





Ref. p. 5–167]149

62Sm

875–153

7/2−1 0

5/2−1 23

?

5/2−2 277

?

?

9/2−1 286

?

?

3/2−1 350

?

?

?

3/2−2 529

?

?

?

?

5/2−3 558

?

?

?

?

?

9/2−2 591

?

?

?

7/2−2 636

?

?

?

?

?

11/2−1 664

?

?

?

13/2−1 748

?

5/2−4 785

?

11/2+1 789

?

?

13/2+1 879

?

?

?

5/2−5 1187

1/2+1 1195

11/2−2 1309

?

?

?

?

5/2−6 1339

17/2−1 1361

?

17/2+1 1362

?

15/2−1 1399

?

?

?




7/2−1 0 > 2 Py log ft = 7.090 (β− from 7/2+), log ft = 8.02 (EC from 5/2+),

µ = −0.6717 µn, Q = +0.075 barn, Coul.ex., muonic atom, (γ, γ),(µ−,2nγ), (n,γ), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,α), (α,3He),(13C,12C), (16O,15O), (HI,xnγ)

5/2−1 23 7.12 ns B(M1/E2→ 7/2−

1 ) = 0.0087/48 W.u. (δ = 0.0715),log ft > 7.4 (β− from 7/2+), log ft = 7.59 (EC from 5/2+),µ = −0.6238 µn, Q = +1.01 barn, Coul.ex., muonic atom, (γ, γ),(µ−,2nγ), (p,t), (d,p), (d,t), (HI,xnγ)

5/2−2 277 ≤ 0.2 ns M1/E2→ 5/2−

1 : δ = +0.20, M1/E2→ 7/2−1 : δ = −0.08,

log ft = 10.17 (β− from 7/2+), log ft = 8.29 (EC from 5/2+),Coul.ex., (µ−,2nγ), (p,d), (p,t), (d,p), (d,t), (HI,xnγ)

9/2−1 286 0.22 ns B(M1→ 7/2−

1 ) = 0.0043 W.u., B(E2→ 7/2−1 ) < 0.28 W.u.

(δ = +0.06), B(E2→ 5/2−1 ) = 0.13 W.u.,

log ft = 8.06 (β− from 7/2+), log ft = 11.81u (EC from 5/2+),Coul.ex., (µ−,2nγ), (p,d), (d,p), (d,t), (3He,α), (α,3He), (13C,12C),(16O,15O), (HI,xnγ)

3/2−1 350 9.5 ps B(M1/E2→ 5/2−

2 ) = 0.016/120 W.u. (δ = 0.27),B(M1/E2→ 5/2−

1 ) = 0.055/5.7 W.u. (δ = +0.14),B(E2→ 7/2−

1 ) = 18 W.u., log ft = 11.351u (β− from 7/2+),log ft = 8.08 (EC from 5/2+), Coul.ex., (µ−,2nγ), (p,d), (p,t), (d,p),(d,d′), (d,t), (3He,α), (HI,xnγ)





5–154149

62Sm

87[Ref. p. 5–167



3/2−2 529 24 ps B(M1/E2→ 3/2−

1 ) = 0.0024/10 W.u. (δ = +0.5),B(M1/E2→ 5/2−

1 ) = 0.00014/7.1 W.u. (δ = 4.9+3.1−1.5),

B(E2→ 7/2−1 ) = 5.7 W.u., log ft = 7.95 (EC from 5/2+), Coul.ex.,

(p,d), (p,t), (d,p), (d,d′), (d,t), (3He,α), (13C,12C), (HI,xnγ)5/2−

3 558 24 ps B(M1/E2→ 3/2−1 ) = 0.0033/8 W.u. (δ = −0.45),

B(M1/E2→ 5/2−2 ) = 0.0072/1.0 W.u. (δ = +0.14),

B(M1/E2→ 5/2−1 ) = 0.0013/1.0 W.u. (δ = −0.65+0.23

−0.43),B(M1/E2→ 7/2−

1 ) = 0.0006/2.6 W.u. (δ = +1.5),log ft = 9.40 (β− from 7/2+), log ft = 8.61 (EC from 5/2+),Coul.ex., (p,d), (p,t), (d,p), (d,t), (3He,α), (HI,xnγ)

9/2−2 591 3.0 ps B(M1→ 9/2−

1 ) = 0.0078 W.u., B(E2→ 9/2−1 ) < 5 W.u. (δ = +0.15),

B(M1/E2→ 7/2−1 ) = 0.008/29 W.u. (δ = −1.5),

B(E2→ 5/2−1 ) = 14 W.u., log ft = 8.89 (β− from 7/2+),

log ft = 10.01u (EC from 5/2+), Coul.ex., (p,d), (p,t), (d,p), (d,d′),(d,t), (3He,α), (HI,xnγ)

7/2−2 636 < 1.5 ps M1/E2→ 9/2−

1 : δ = −0.30, M1/E2→ 5/2−2 : δ = +0.9,

M1/E2→ 7/2−1 : δ = −0.30, log ft = 9.28 (β− from 7/2+),

log ft = 9.9 (EC from 5/2+), Coul.ex., (p,d), (p,t), (d,p), (d,d′),(d,t), (3He,α), (HI,xnγ)

11/2−1 664 2.7 ps B(M1→ 9/2−

1 ) = 0.006 W.u., B(E2)→ 9/2−1 ) < 0.24 W.u. (δ = 0.0),

B(E2→ 7/2−1 ) = 31 W.u., log ft = 10.721u (β− from 7/2+), Coul.ex.,

(p,d), (p,t), (d,p), (d,d′), (d,t), (3He,α), (HI,xnγ)13/2−

1 748 Coul.ex., (HI,xnγ)5/2−

4 785 log ft = 10.55 (β− from 7/2+), (p,d), (p,t), (d,d′)11/2+

1 789 E1/(M2)→ 11/2−1 : δ = 0.2, Coul.ex., (p,d), (d,d′), (HI,xnγ)

13/2+1 879 Coul.ex., (p,d), (d,p), (d,d′), (d,t), (α,3He), (13C,12C), (16O,15O),

(HI,xnγ)5/2−

5 1187 (p,t), (d,p), (d,d′)1/2+

1 1195 (p,d), (d,d′), (d,t), (3He,α)11/2−

2 1309 M1/E2→ 9/2−1 : δ = −2.8, (p,d), (d,p), (d,d′), (d,t), (3He,α),

(HI,xnγ)5/2−

6 1339 (p,t), (d,d′)17/2−

1 1361 (HI,xnγ)17/2+

1 1362 (HI,xnγ)15/2−

1 1399 (HI,xnγ)5/2−

7 1549 (p,t), (d,d′), (d,t)5/2−

8 1672 (p,d), (p,t), (d,p), (d,d′), (d,t)5/2−

9 1699 (p,t), (d,p), (3He,α)5/2−

10 1757 (p,t), (d,p), (d,d′), (d,t)5/2−

11 1782 (p,t)5/2−

12 1817 (p,d), (d,p), (d,d′)5/2−

13 1891 (p,t), (α,3He)5/2−

14 1917 (p,t), (d,p), (d,d′), (α,3He)5/2−

15 2059 (p,t), (d,p), (d,d′), (d,t)5/2−

16 2098 (p,t), (d,p), (d,d′)5/2−

17 2117 (p,t), (d,p), (d,d′)





Ref. p. 5–167]150

62Sm

885–155

0+1 0

2+1 334

?

0+2 740

?

?

4+1 773

?

2+2 1046

?

?

?

?

3−1 1071

?

?

1−1 1166

?

?

?

2+3 1194

?

?

?

?

?

0+3 1255

?

?

?

?

6+1 1279

?

5−1 1358

?

?

?

2+4 1417

?

?

?

?

?

?

?

4+2 1449

?

?

?

?

?

?

3+1 1504

?

?

?

?

4+3 1643

?

?

?

?

?

?

?

?

?

3−2 1684

?

?

?

?

?

7−1 1765

?

?

2+5 1794

?

?

?

?

?

4+4 1819

?

?

?

?

?

?

?

?

?

?

?

8+1 1837

?

3−3 1951

?

?

4+5 1970

?

?

?

?

?

?

?

2+6 20065+1 2020

?

?

?

?

?

4+6 2025

?

?

?

?

?

?

?

?

?

?

?

?

5−2 2035

?

?

4+7 2117

?

?

?

?

?

?

?

?

?

?

4+8 2153

?

?

?

?

?

?

1−2 21604+9 2191

?

9−1 2232

?

?

5−3 22323−4 2294

10+1 2433

?

?

3+2 24563−5 24825−4 26275−5 26653−6 2715

11−1 2744

?

?

3−7 2911

12+1 3048

?

?

3−8 3049

13−1 3293

?

?

15−1 3914

?

16+1 4306

17−1 4606

?

18+1 4929

?

?



5–156150

62Sm

88[Ref. p. 5–167


[keV] Refs. [89S2, 95M, 97A, 99BNL]

0+1 0 stable log ft ≥ 8.7 (β− from (1−)), log ft = 7.46 (EC from 0−),

Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,p), (d,d′), (d,t), (t,p), (α,2nγ),(α,4nγ)

2+1 334 48.4 ps B(E2→ 0+

1 ) = 55.8 W.u., log ft = 8.60 (β− from (1−)),log ft = 9.51u (EC from 0−), µ = +0.77 µn, Q = −1.32 barn,Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,p), (d,d′), (d,t), (t,p),(3He,α), (α,2nγ), (α,4nγ)

0+2 740 19.7 ps B(E2→ 2+

1 ) = 54 W.u., log ft = 9.20 (β− from (1−)),log ft = 7.48 (EC from 0−), Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t),(d,p), (d,d′), (d,t), (t,p), (α,2nγ)

4+1 773 6.5 ps B(E2→ 2+

1 ) = 112 W.u., log ft = 11.4 (EC from 5(−)),µ = +1.43 µn, Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,p), (d,d′),(d,t), (t,p), (3He,α), (α,2nγ), (α,4nγ)

2+2 1046 0.86 ps B(E2→ 4+

1 ) = 100 W.u., B(E2→ 0+2 ) = 110 W.u.,

B(E2→ 0+1 ) = 0.8 W.u., log ft = 9.0 (β− from (1−)),

log ft = 9.571u (EC from 0−), µ = +0.72 µn, Coul.ex., (n,γ), (p,p′),(p,p′γ), (p,t), (d,p), (d,d′), (d,t), (t,p), (α,2nγ)

3−1 1071 0.11 ps B(E3→ 0+

1 ) = 33 W.u., log ft ≥ 12.2 (EC from 5(−)), Coul.ex., (n,γ),(p,p′), (p,p′γ), (p,t), (d,p), (d,d′), (t,p), (α,2nγ), (α,4nγ)

1−1 1166 0.06 ps log ft = 7.5 (β− from (1−)), log ft = 7.99 (EC from 0−), (n,γ), (p,p′),

(p,p′γ), (p,t), (d,d′), (α,2nγ)2+3 1194 1.3 ps B(E2→ 4+

1 ) = 9 W.u., B(E2→ 0+2 ) = 19 W.u.,

B(E2→ 0+1 ) = 2.0 W.u., log ft = 9.4 (β− from (1−)),

log ft = 9.821u (EC from 0−), log ft = 12.6 (EC from 5(−)),µ = +0.83 µn, Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,d′), (d,t)

0+3 1255 log ft = 8.12 (EC from 0−), (n,γ), (p,t)6+1 1279 log ft = 11.446 (EC from 5(−)), µ = +2.3 µn, (n,γ), (p,t), (α,2nγ),

(α,4nγ)5−1 1358 log ft = 10.104 (EC from 5(−)), (n,γ), (p,p′), (p,t), (d,d′), (α,2nγ),

(α,4nγ)2+4 1417 (n,γ), (p,t), (d,p)4+2 1449 log ft = 12.06 (EC from 5(−)), (n,γ), (p,t), (d,p), (d,d′), (α,2nγ),

(α,4nγ)3+1 1504 log ft = 12.46 (EC from 5(−)), (n,γ), (d,p)4+3 1643 log ft = 10.96 (EC from 5(−)), (n,γ), (p,t), (d,p), (d,d′), (t,p)3−2 1684 log ft ≥ 9.4 (β− from (1−)), (n,γ), (p,p′), (p,p′γ) (d,p), (d,d′), (t,p),

(3He,α)7−1 1765 (n,γ), (α,2nγ), (α,4nγ)2+5 1794 (n,γ), (d,p)4+4 1819 log ft = 10.19 (EC from 5(−)), (n,γ), (d,p), (d,d′), (t,p), (3He,α)8+1 1837 (α,2nγ), (α,4nγ)3−3 1951 (n,γ), (p,p′), (p,t), (d,d′)4+5 1970 log ft = 10.34 (EC from 5(−)), (n,γ), (p,t), (d,p), (d,d′), (t,p)2+6 2006 (n,γ), (p,t)5+1 2020 log ft = 10.05 (EC from 5(−)), (n,γ), (p,t), (d,d′)4+6 2025 log ft = 10.34 (EC from 5(−)), (n,γ), (d,p), (d,d′)5−2 2035 log ft = 10.82 (EC from 5(−)), (n,γ), (d,d′), (t,p)4+7 2117 log ft = 9.66 (EC from 5(−)), (n,γ), (d,p), (d,d′)4+8 2153 log ft = 11.2 (EC from 5(−)), (n,γ), (d,p), (d,d′)






Ref. p. 5–167]150

62Sm

885–157


[keV] Refs. [89S2, 95M, 97A, 99BNL]

1−2 2160 (p,p′), (d,d′)4+9 2191 (n,γ)9−1 2232.1 E1→ 8+

1 : δ = +0.03, (α,2nγ), (α,4nγ)5−3 2232.3 (n,γ), (p,p′), (d,d′)3−4 2294 (p,p′), (d,d′)10+

1 2433 E1/M2→ 9−1 : δ = +0.05, (n,γ), (p,t), (t,p), (α,2nγ), (α,4nγ)

3+2 2456 (n,γ), (d,p)3−5 2482 (p,p′), (d,d′), (t,p)5−4 2627 (p,p′), (d,d′), (t,p)5−5 2665 (p,p′), (d,d′)3−6 2715 (n,γ), (p,p′), (d,p), (d,d′)11−

1 2744 E1→ 10+1 : δ ≥ −0.1, (d,p), (α,2nγ), (α,4nγ)

3−7 2911 (n,γ), (p,p′), (d,p), (d,d′)12+

1 3048 (α,2nγ), (α,4nγ)3−8 3049 (p,p′), (d,d′)13−

1 3293 (α,2nγ), (α,4nγ)15−

1 3914 (α,4nγ)16+

1 4306 (α,4nγ)17−

1 4606 (α,4nγ)18+

1 4929 (α,4nγ)






5–158151

62Sm

89[Ref. p. 5–167

5/2−1 0

3/2−1 5

?

7/2−1 66

?

?

5/2−2 70

?

?

3/2−2 105

?

?

?

?

13/2+1 148

5/2+1 168

?

?

?

?

?

9/2−1 175

?

?

?

7/2−2 209

?

?

?

?

9/2−2 295

?

?

?

3/2+1 307

?

?

?

?

?

?

7/2+1 324

?

?

?

?

?

3/2+2 345

?

?

?

?

?

1/2+1 356

?

?

?

5/2+2 396

?

?

?

?

?

?

?

?

5/2+3 446

?

?

?

?

?

?

?

?

?

1/2+2 502

?

?

?

?

?

3/2+3 521

?

?

?

?

?

?

?

13/2−1 532

?

?



Ref. p. 5–167]151

62Sm

895–159



5/2−1 0 90 y log ft > 8.0 (β− from 5/2+), µ = −0.3630 µn, Q = +0.67 barn,

Coul.ex., (µ,2nγ), (n,γ), (3He,4He), (α,3nγ)3/2−

1 5 35 ns B(M1/E2→ 5/2−1 ) = 0.0059/79 W.u. (δ = 0.024),

log ft > 8.0 (β− from 5/2+), (µ,2nγ), (n,γ), (p,d), (d,p), (d,t),(3He,4He), (α,3nγ)

7/2−1 66 0.40 ns B(M1/E2→ 5/2−

1 ) = 0.026/160 W.u. (δ = −0.22),B(E2→ 3/2−

1 ) = 30 W.u., log ft > 8.8 (β− from 5/2+),Coul.ex., (n,γ), (p,d), (d,p), (d,t), (t,p), (3He,4He), (4He,3He),(α,3nγ)

5/2−2 70 < 0.5 ns B(M1→ 3/2−

1 ) > 0.018W.u., B(E2→ 3/2−1 ) > 10W.u. (δ = −0.076),

B(M1→ 5/2−1 ) > 0.0036 W.u., B(E2→ 5/2−

1 ) > 10 W.u. (δ = 0.16),log ft = 8.4 (β− from 5/2+), (n,γ), (d,t), (3He,4He), (4He,3He),(α,3nγ)

3/2−2 105 0.48 ns B(M1/E2→ 5/2−

2 ) = 0.002/200 W.u. (δ = 0.5),B(M1→ 3/2−

1 ) = 0.0066W.u., B(E2→ 3/2−1 ) < 0.16W.u. (δ < 0.02),

B(M1/E2→ 5/2−1 ) = 0.0078/5 W.u. (δ = −0.12),

B(E2→ 7/2−1 ) = 65 W.u., log ft = 8.3 (β− from 5/2+),

µ = +0.31 µn, Coul.ex., (n,γ), (α,3nγ)13/2+

1 148 (p,d), (d,p), (d,t), (3He,4He), (4He,3He), (α,3nγ)5/2+

1 168 0.38 ns B(E1→ 3/2−2 ) = 3.8× 10−5 W.u., B(E1→ 5/2−

2 ) = 1.9× 10−5 W.u.,B(E1→ 7/2−

1 ) = 5.3× 10−5 W.u., B(E1→ 3/2−1 ) = 9.6× 10−6 W.u.,

B(E1→ 5/2−1 ) = 8.0× 10−5 W.u., log ft = 7.83 (β− from 5/2+),

µ = +1.8 µn, (µ,2nγ), (n,γ), (d,p), (d,t), (α,3nγ)9/2−

1 175 log ft > 11.01u (β− from 5/2+), (n,γ), (p,d), (d,p), (d,t), (3He,4He),(4He,3He), (α,3nγ)

7/2−2 209 ≈ 47 ps B(M1/E2→ 5/2−

2 ) = 0.025/22 W.u. (δ = −0.18),B(M1→ 5/2−

1 ) = 0.026 W.u., B(E2→ 5/2−1 ) < 9 W.u. (δ < 0.1),

B(E2→ 3/2−1 ) = 27 W.u., log ft = 8.30 (β− from 5/2+), Coul.ex.,

(µ,2nγ), (n,γ), (d,p), (d,t), (3He,4He), (α,3nγ)9/2−

2 295 26 ps B(E2→ 5/2−1 ) = 60 W.u., log ft > 11.71u (β− from 5/2+),

Coul.ex., (n,γ), (α,3nγ)3/2+

1 307 log ft = 8.26 (β− from 5/2+), (n,γ), (p,d), (d,p), (d,t), (3He,4He)7/2+

1 324 log ft = 7.94 (β− from 5/2+), (n,γ), (α,3nγ)3/2+

2 345 9.3 ps B(M1/E2→ 5/2+1 ) = 0.035/77 W.u. (δ = −0.36),

B(E1→ 3/2−2 ) = 1.7× 10−4 W.u., B(E1→ 5/2−

2 ) = 2.0× 10−4 W.u.,B(E1→ 3/2−

1 ) = 3.5× 10−4 W.u., B(E1→ 5/2−1 ) = 3.2× 10−5 W.u.,

log ft = 6.80 (β− from 5/2+), (µ,2nγ), (n,γ), (p,d), (d,t), (3He,4He)1/2+

1 356 log ft > 10.1 (β− from 5/2+), (n,γ), (d,p), (d,t)5/2+

2 396 log ft = 8.05 (β− from 5/2+), (n,γ), (p,d), (d,t), (3He,4He)5/2+

3 446 20 ps B(E1→ 7/2−2 ) = 2.1× 10−5 W.u., B(E1→ 3/2−

2 ) = 3.1× 10−6 W.u.,B(E1→ 5/2−

2 ) = 3.4× 10−6 W.u., B(E1→ 7/2−1 ) = 3.0× 10−5 W.u.,

B(E1→ 3/2−1 ) = 2.3× 10−5 W.u., B(E1→ 5/2−

1 ) = 7.8× 10−5 W.u.,log ft = 7.38 (β− from 5/2+), (n,γ), (t,α)

1/2+2 502 (n,γ), (p,d), (d,t)

3/2+3 521 log ft = 8.18 (β− from 5/2+), (n,γ), (p,d), (d,t), (3He,4He)

13/2−1 532 Coul.ex., (3He,4He), (α,3nγ)

7/2−3 718 Coul.ex., (d,p), (t,p), (4He,3He)





5–160152

62Sm

90[Ref. p. 5–167

0+1 0

2+1 122

?

4+1 366

?

0+2 685

?

?

6+1 707

?

2+2 810

?

?

?

?

1−1 963

?

?

?

?

4+2 1023

?

?

?

?

3−1 1041

?

?

0+3 1083

?

?

?

?

?

2+3 1086

?

?

?

?

8+1 1125

?

5−1 1221

?

?

3+1 1234

?

?

?

?

6+2 1311

?

?

?

4+3 1372

?

?

?

?

?

?

7−1 1506

?

?

1−2 1511

?

?

?

?

?

2−1 1530

?

?

?

?

?

?

5+1 1560

?

?

?

3−2 1579

?

?

?

?

?

?

?

?

10+1 1609

?

2−2 1650

?

?

?

?

?

0+4 1659

?

?

?

8+2 1666

?

?

?

?

6+3 1728

?

?

?

0+5 17362+4 1769

?

?

?

?

?

?

5−2 1804

?

?

?

?

?

9−1 1879

?

?

6−1 1920

?

?

?

7+1 1946

?

?

?

?

7−2 2004

?

?

3−3 2012

10+2 2080

?

?

?

?

12+1 2149

?

8−1 2201

?

?

?

8−2 2215

?

?

9−2 2291

?

?

?

9+1 2375

?

?

?

?

10−1 2511

?

?

?

12+2 2526

?

?

11−1 2641

?

?

?

13−1 2833

?

4+4 2895

?

?

?

?

12−1 2901

?

14+1 2977

?



Ref. p. 5–167]152

62Sm

905–161


[keV] Refs. [96A, 97A, 99BNL]

0+1 0 stable log ft = 6.43 (β− from 1+), log ft = 8.65 (EC from 0−),

Coul.ex., muonic atom, SF decay, (γ, γ′), (n,γ), (n,n′γ), (p,t), (d,p),(t,p), (t,pγ), (α,2nγ), (12C,14C)

2+1 122 1.400 ns B(E2→ 0+

1 ) = 144 W.u., log ft = 6.82 (β− from 1+),log ft = 12.11 (EC from 3−), log ft > 9.51u (EC from 0−),µ = +0.84 µn, Q = −1.666 barn, Coul.ex., muonic atom, SF decay,(γ, γ′), (n,γ), (n,n′γ), (n,α), (p,t), (d,p), (t,p), (t,pγ), (t,α), (α,2nγ),(12C,14C)

4+1 366 57.7 ps B(E2→ 2+

1 ) = 209 W.u., log ft = 7.10 (β− from 4−),log ft = 11.89 (EC from 3−), µ = +1.68 µn, Q = −2.6 barn, Coul.ex.,(n,γ), (n,n′γ), (n,α), (p,t), (d,p), (t,p), (t,pγ), (t,α), (α,2nγ)

0+2 685 6.2 ps B(E2→ 2+

1 ) = 32.7 W.u., log ft = 8.31 (β− from 1+),log ft = 8.39 (EC from 0−), Coul.ex., (n,n′γ), (p,t), (d,p), (t,p),(t,pγ), (α,2nγ)

6+1 707 10.1 ps B(E2→ 4+

1 ) = 245 W.u., log ft > 8.81u (β− from 4−),µ = +2.4 µn, Coul.ex., (n,n′γ), (p,t), (d,p), (t,α), (α,2nγ)

2+2 810 7.4 ps B(E2→ 0+

2 ) = 520 W.u., B(E2→ 4+1 ) = 19.0 W.u.,

B(M1/E2→ 2+1 ) = 1.32× 10−5/5.5 W.u. (δ = +19),

B(E2→ 0+1 ) = 0.92 W.u., log ft = 9.61u (β− from 4−),

log ft = 8.27 (β− from 1+), log ft = 11.419 (EC from 3−),log ft = 10.31u (EC from 0−), µ = +0.76 µn, Coul.ex., (n,γ), (n,n′γ),(p,t), (d,p), (t,p), (t,α), (α,2nγ)

1−1 963 28.2 fs B(E1→ 2+

2 ) = 0.00013 W.u., B(E1→ 2+1 ) = 0.0077 W.u.,

B(E1→ 0+1 ) = 0.0042 W.u., log ft = 7.49 (β− from 1+),

log ft = 5.92 (EC from 0−), Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (t,pγ),(α,2nγ)

4+2 1023 ≈ 4.9 ps B(E2→ 2+

2 ) = 400 W.u., B(E2→ 6+1 ) = 6.0 W.u.,

B(M1/E2→ 4+1 ) = 0.0017/9.0 W.u. (δ = 2.1),

B(E2→ 2+1 ) = 1.2 W.u., log ft > 8.3 (β− from 4−),

log ft = 11.956 (EC from 3−), Coul.ex., (n,n′γ), (p,t), (d,p), (t,α),(α,2nγ)

3−1 1041 27 fs B(E1→ 4+

1 ) = 0.0082 W.u., B(E1→ 2+1 ) = 0.0081 W.u.,

log ft = 7.74 (β− from 4−), log ft = 9.71u (β− from 1+),log ft = 12.43 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (p,t), (d,p),(α,2nγ)

0+3 1083 15 ps B(E1→ 1−

1 ) = 0.0009 W.u., B(E2→ 2+2 ) = 22 W.u.,

B(E2→ 2+1 ) = 0.8 W.u., log ft = 6.89 (β− from 1+),

log ft = 7.88 (EC from 0−), (n,n′γ), (t,p), (t,pγ)2+3 1086 0.87 ps B(M1→ 2+

2 ) = 0.00161 W.u., B(E2→ 4+1 ) = 0.78 W.u.,

B(M1/E2→ 2+1 ) = 0.00019/9.3 W.u. (δ = −9.3),

B(E2→ 0+1 ) = 3.62 W.u., log ft = 8.941u (β− from 4−),

log ft = 8.31 (β− from 1+), log ft = 9.924 (EC from 3−),µ = +0.82 µn, Coul.ex., (n,γ), (n,n′γ), (p,t), (d,p), (α,2nγ)

8+1 1125 3.15 ps B(E2→ 6+

1 ) = 285 W.u., µ = 2.8 µn, Coul.ex., (α,2nγ)5−1 1221 E1/(M2)→ 4+

1 : δ = −0.11, Coul.ex., (n,n′γ), (p,t), (d,p), (t,α),(α,2nγ)

3+1 1234 < 6 ps B(M1→ 4+

1 ) > 2.8×10−5 W.u., B(E2→ 4+1 ) > 0.92 W.u. (δ = −6.5),

B(M1→ 2+1 ) > 2.3×10−5 W.u., B(E2→ 2+

1 ) > 0.86 W.u. (δ = −8.7),log ft = 8.0 (β− from 4−), log ft > 8.3 (β− from 1+),log ft = 9.828 (EC from 3−), (n,γ), (n,n′γ), (d,p), (α,2nγ)





5–162152

62Sm

90[Ref. p. 5–167


[keV] Refs. [96A, 97A, 99BNL]

6+2 1311 M1/E2→ 6+

1 : δ = +1.6, log ft = 9.301u (β− from 4−), Coul.ex.,(n,n′γ), (α,2nγ)

4+3 1372 1.4 ps B(E2→ 2+

3 ) = 50 W.u., B(E1→ 3−1 ) = 3.2× 10−5 W.u.,

B(E2→ 2+2 ) = 0.18 W.u., B(E2→ 6+

1 ) = 1.2 W.u.,B(M1/E2→ 4+

1 ) = 0.0011/5.5 W.u. (δ = −3.1),B(E2→ 2+

1 ) = 0.59 W.u., log ft = 7.40 (β− from 4−),log ft = 10.909 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (p,t), (α,2nγ)

7−1 1506 (n,n′γ), (α,2nγ)1−2 1511 E1/M2→ 2+

1 : δ = −0.025, log ft = 8.17 (β− from 1+),log ft = 6.65 (EC from 0−), (n,n′γ), (p,t), (t,α)

2−1 1530 ≈ 27 fs B(E1→ 3+

1 ) ≈ 0.0061 W.u., B(E1→ 2+3 ) ≈ 0.011 W.u.,

B(M1/E2→ 3−1 ) ≈ 0.0036/250 W.u. (δ = +5.6),

B(M1/E2→ 1−1 ) ≈ 0.015/14 W.u. (δ = −0.74),

B(E1→ 2+2 ) = 5.6× 10−5 W.u., B(E1→ 2+

1 ) = 0.0027 W.u.,log ft = 8.7 (β− from 1+), log ft = 9.083 (EC from 3−), (n,n′γ),(α,2nγ)

5+1 1560 M1/E2→ 4+

1 : δ = −4.0, log ft = 7.65 (β− from 4−), (n,n′γ), (α,2nγ)3−2 1579 log ft = 7.41 (β− from 4−), log ft = 10.006 (EC from 3−), Coul.ex.,

(n,γ), (n,n′γ), (p,t), (α,2nγ)10+

1 1609 1.38 ps B(E2→ 8+1 ) = 320 W.u., Coul.ex., (α,2nγ)

2−2 1650 log ft = 8.2 (β− from 1+), log ft = 10.079 (EC from 3−), (n,γ),

(n,n′γ)0+4 1659 8 ps B(E1→ 1−

1 ) = 8× 10−5 W.u., B(E2→ 2+2 ) = 0.08 W.u.,

B(E2→ 2+1 ) = 0.0020 W.u., log ft = 6.63 (β− from 1+), (p,t)

8+2 1666 (α,2nγ)6+3 1728 M1/E2→ 6+

1 : δ = −14+4−7, (n,n

′γ), (α,2nγ)0+5 1736 (p,t)2+4 1769 log ft = 7.93 (β− from 1+), log ft = 10.34 (EC from 3−), (n,γ),

(n,n′γ), (p,t), (d,p), (t,p)5−2 1804 log ft = 5.59 (β− from 4−), (n,n′γ), (t,α), (α,2nγ)9−1 1879 (α,2nγ)6−1 1920 M1/E2→ 5−

2 : δ = +0.21, (n,n′γ), (t,α), (α,2nγ)7+1 1946 M1/E2→ 8+

1 : δ = −1.6, M1/E2→ 6+1 : δ = −1.7, (α,2nγ)

7−2 2004 (α,2nγ)3−3 2012 (n,γ), (p,t)10+

2 2080 M1/E2→ 10+1 : δ = +0.3, (α,2nγ)

12+1 2149 Coul.ex., (α,2nγ)

8−1 2201 (α,2nγ)8−2 2215 (t,α), (α,2nγ)9−2 2291 (α,2nγ)9+1 2375 M1/E2→ 10+

1 : δ = −1.0, (α,2nγ)10−

1 2511 (α,2nγ)12+

2 2526 (α,2nγ)11−

1 2641 (α,2nγ)13−

1 2833 (α,2nγ)4+4 2895 log ft = 5.9 (β− from 4−)12−

1 2901 (α,2nγ)14+

1 2977 (α,2nγ)





Ref. p. 5–167]152

62Sm

905–163

10862+21

12343+21

13724+21

15605+21

17286+21

19467+21

23759+21

?

?

?

?

?

?

15111−1115302−11

15793−11

20047−11

22018−11

22919−11

251110−11

264111−11

290112−11

?

?

18045−51

19206−51

22158−51

?

?

00+0gsb

IπKn E [keV]

1222+0gsb

3664+0gsb

7076+0gsb

11258+0gsb

160910+0gsb

214912+0gsb

?

?

?

?

?

?

6850+01

8102+01

10234+01

13116+01

16668+01

208010+01

252612+01

297714+01

?

?

?

?

?

?

?

9631−01

10413−01

12215−01

15067−01

18799−01

283313−01


5–164154

62Sm

92[Ref. p. 5–167

0+1 02+1 82

?

4+1 267

?

6+1 544

?

8+1 903

?

1−1 921

?

?

3−1 1012

?

?

0+2 1099

?

2+2 1178

?

?

?

?

5−1 1181

?

?

0+3 1202

?

?

10+1 1333

?

4+2 1338

?

?

?

?

4+3 1371

?

?

7−1 1431

?

?

2+3 1440

?

?

?

2−1 1515

?

?

3+1 1539

?

?

6+2 1577

?

?

?

3−2 1585

?

?

?

4−1 1662

?

4+4 1665

?

?

?

9−1 1760

?

5−2 1774

?

?

?

5+1 1805

?

?

12+1 1826

?

6+3 1946

?

?

?

?

7+1 2154

?

11−1 2163

?

?

14+1 2373

?

1+1 2444

?

?

1−2 2557

?

?

1−3 2618

?

?

13−1 2636

?

?

1−4 2744

?

?

1−5 2825

?

?

1−6 2843

?

?

1−7 2882

?

?

1+2 2907

?

?

16+1 2967

?

1+3 3092

?

?

1+4 3117

?

?

1+5 3193

?

?

?

?

1+6 3371

?

?

1+7 3492

?

?

1+8 3622

?

?

1−8 3827

?

?

1−9 6466

?

?

?

?

?

?

?



Ref. p. 5–167]154

62Sm

925–165


[keV] Refs. [89S2, 87H2, 97A, 99BNL]

0+1 0 stable log ft ≥ 6.8 (β− from (0,1)), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (t,p)2+1 82 3.02 ns B(E2→ 0+

1 ) = 174 W.u., log ft > 6.8 (β− from (0,1)),log ft ≈ 9.0 (EC from 3−), µ = +0.78 µn, Q = −1.87 barn, Coul.ex.,(γ, γ′), (e,e′), (n,n′γ), (t,p)

4+1 267 172 ps B(E2→ 2+

1 ) = 244 W.u., B(E4→ 0+1 ) = 80 W.u.,

log ft = 7.3 (β− from (3,4)), log ft ≈ 9.1 (EC from 3−), µ = +1.29 µn,Q = −2.2 barn, Coul.ex., (γ, γ′), (e,e′), (n,n′γ)

6+1 544 22.7 ps B(E2→ 4+

1 ) = 290 W.u., µ = +1.97 µn, Coul.ex., (γ, γ′), (e,e′),(n,n′γ)

8+1 903 5.9 ps B(E2→ 6+

1 ) = 318 W.u., µ = 2.8 µn, Coul.ex., (n,n′γ)1−1 921 21 fs B(E1→ 2+

1 ) = 0.0115 W.u., B(E1→ 0+1 ) = 0.0056 W.u.,

log ft = 7.3 (β− from (0,1)), Coul.ex., (γ, γ′), (e,e′), (n,n′γ)3−1 1012 23 fs B(E1→ 4+

1 ) = 0.0093 W.u., B(E1→ 2+1 ) = 0.0079 W.u.,

B(E3→ 0+1 ) = 10 W.u., Coul.ex., (n,n′γ)

0+2 1099 log ft = 7.7 (β− from (0,1)), Coul.ex., (γ, γ′), (e,e′), (n,n′γ)2+2 1178 1.4 ps B(E1→ 1−

1 ) = 6.1× 10−5 W.u., B(E2→ 4+1 ) = 4.3 W.u.,

B(E2→ 0+1 ) = 0.94 W.u., Coul.ex., (γ, γ′), (e,e′), (n,n′γ)

5−1 1181 Coul.ex., (n,n′γ)0+3 1202 log ft = 7.6 (β− from (0,1)), (γ, γ′), (e,e′), (n,n′γ), (t,p)10+

1 1333 2.45 ps B(E2→ 8+1 ) = 314 W.u., µ = 3.2 µn, Coul.ex.

4+2 1338 Coul.ex., (n,n′γ)4+3 1371 Coul.ex.7−1 1431 Coul.ex.2+3 1440 0.28 ps B(E2→ 4+

1 ) = 0.68 W.u., B(E2→ 0+1 ) = 3.2 W.u.,

log ft = 7.7 (β− from (0,1)), log ft ≥ 7.0 (β− from (3,4)), Coul.ex.,(γ, γ′), (e,e′), (n,n′γ)

2−1 1515 (n,n′γ)3+1 1539 log ft = 7.0 (β− from (3,4)), Coul.ex., (n,n′γ)6+2 1577 Coul.ex., (n,n′γ)3−2 1585 (n,n′γ)4−1 1662 (n,n′γ)4+4 1665 log ft ≥ 7.6 (β− from (3,4)), Coul.ex., (n,n′γ)9−1 1760 Coul.ex.5−2 1774 (n,n′γ)5+1 1805 log ft = 7.0 (β− from (3,4)), Coul.ex., (n,n′γ)12+

1 1826 1.39 ps B(E2→ 10+1 ) = 282 W.u., Coul.ex.

6+3 1946 Coul.ex., (n,n′γ)7+1 2154 Coul.ex., (n,n′γ)11−

1 2163 Coul.ex.14+

1 2373 Coul.ex.1+1 2444 B(M1→ 2+

1 ) = 0.014 W.u., B(M1→ 0+1 ) = 0.033 W.u., (γ, γ′), (e,e′)

1−2 2557 B(E1→ 2+

1 ) = 0.0021 W.u., B(E1→ 0+1 ) = 9.4× 10−4 W.u.,

log ft = 6.8 (β− from (0,1)), (γ, γ′), (e,e′)1−3 2618 B(E1→ 2+

1 ) = 0.0017 W.u., B(E1→ 0+1 ) = 0.0010 W.u.,

log ft = 6.2 (β− from (0,1)), (γ, γ′), (e,e′)13−

1 2636 Coul.ex.1−4 2744 B(E1→ 2+

1 ) = 0.0014 W.u., B(E1→ 0+1 ) = 7.4 × 10−4 W.u., (γ, γ′),

(e,e′)






5–166154

62Sm

92[Ref. p. 5–167


[keV] Refs. [89S2, 87H2, 97A, 99BNL]

1−5 2825 B(E1→ 2+

1 ) = 7.1×10−4 W.u., B(E1→ 0+1 ) = 3.5×10−4 W.u., (γ, γ′),

(e,e′)1−6 2843 B(E1→ 2+

1 ) = 8.5× 10−4 W.u., B(E1→ 0+1 ) = 5.6× 10−4 W.u.,

log ft = 6.8 (β− from (0,1)), (γ, γ′), (e,e′)1−7 2882 B(E1→ 2+

1 ) = 3.4×10−4 W.u., B(E1→ 0+1 ) = 2.5×10−4 W.u., (γ, γ′),

(e,e′)1+2 2907 B(M1→ 2+

1 ) = 0.019 W.u., B(M1→ 0+1 ) = 0.033 W.u., (γ, γ′), (e,e′)

16+1 2967 Coul.ex.

1+3 3092 B(M1→ 2+

1 ) = 0.045 W.u., B(M1→ 0+1 ) = 0.084 W.u., (γ, γ′), (e,e′)

1+4 3117 B(M1→ 2+

1 ) = 0.033 W.u., B(M1→ 0+1 ) = 0.058 W.u., (γ, γ′), (e,e′)

1+5 3193 B(M1→ 2+

1 ) = 0.092 W.u., B(M1→ 0+1 ) = 0.150 W.u.,

log ft = 6.2 (β− from (0,1)), (γ, γ′), (e,e′)1+6 3371 B(M1→ 2+

1 ) = 0.019 W.u., B(M1→ 0+1 ) = 0.027 W.u., (γ, γ′), (e,e′)

1+7 3492 B(M1→ 2+

1 ) = 0.008 W.u., B(M1→ 0+1 ) = 0.018 W.u., (γ, γ′), (e,e′)

1+8 3622 B(M1→ 2+

1 ) = 0.019 W.u., B(M1→ 0+1 ) = 0.036 W.u., (γ, γ′), (e,e′)

1−8 3827 B(E1→ 2+

1 ) = 0.0012 W.u., B(E1→ 0+1 ) = 4.5 × 10−4 W.u., (γ, γ′),

(e,e′)1−9 6466 4.3 fs B(E1→ 2+

3 ) = 8× 10−6 W.u., B(E1→ 0+3 ) = 1.0× 10−5 W.u.,

B(E1→ 0+2 ) = 6× 10−5 W.u., B(E1→ 1−

1 ) = 1.0× 10−5 W.u.,B(E1/M2→ 2+

1 ) = 5× 10−5/0.04 W.u. (δ = 0.081),B(E1→ 0+

1 ) = 8× 10−5 W.u., (γ, γ′), (e,e′)

00+0gsb

IπKn E [keV]

822+0gsb

2674+0gsb

5446+0gsb

9038+0gsb

133310+0gsb

182612+0gsb

237314+0gsb

296716+0gsb

?

?

?

?

?

?

?

?

9211−01

10123−01

11815−01

14317−01

17609−01

216311−01

263613−01

?

?

10990+01

11782+01

13384+01

15776+01

?

14402+21

15393+21

16654+21

18055+21

19466+21

21547+21






References for chapter 5 5–167

References for chapter 5

83K Kitao, K., et al.: Nuclear Data Sheets 38 (1983) 191.

87H1 Hashizume, A., et al.: Nuclear Data Sheets 52 (1987) 641.87H2 Helmer, R.G.: Nuclear Data Sheets 52 (1987) 1.

89B Burrows, T.: Nuclear Data Sheets 57 (1989) 337.89S1 Sergeenkov, Yu.V.: Nuclear Data Sheets 58 (1992) 765.89S2 Spear, R.H.: Atomic Data and Nuclear Data Tables 42 (1989) 55.89T Tuli, J.K.: Nuclear Data Sheets 56 (1989) 607.

90P Peker, L.K.: Nuclear Data Sheets 59 (1990) 393.

91P1 Peker, L.K.: Nuclear Data Sheets 63 (1991) 573.91P2 Peker, L.K.: Nuclear Data Sheets 63 (1991) 647.91P3 Peker, L.K.: Nuclear Data Sheets 64 (1991) 429.91T Tamura, T., et al.: Nuclear Data Sheets 64 (1991) 323.

92B1 Blachot, J., Marguier, G.: Nuclear Data Sheets 66 (1992) 451.92B2 Blachot, J., Marguier, G.: Nuclear Data Sheets 67 (1992) 1.92K Kitao, K.: Nuclear Data Sheets 67 (1992) 327.92M derMateosian, E., Peker, L.K.: Nuclear Data Sheets 66 (1992) 705.92S Sergeenkov, Yu.V.: Nuclear Data Sheets 65 (1992) 277.

93K Katakura, J., et al.: Nuclear Data Sheets 70 (1993) 217.93M Miyano, K.: Nuclear Data Sheets 69 (1993) 429.93O Ohya, S., Tamura, T.: Nuclear Data Sheets 70 (1993) 531.93P Peker, L.K.: Nuclear Data Sheets 68 (1993) 997.93T Tuli, J.K.: Nuclear Data Sheets 69 (1993) 69.

94B Blachot, J., Marguier, G.: Nuclear Data Sheets 73 (1994) 81.94P Peker, L.K.: Nuclear Data Sheets 73 (1994) 261.94S1 Sergeenkov, Yu.V.: Nuclear Data Sheets 71 (1994) 557.94S2 Sergeenkov, Yu.V., et al.: Nuclear Data Sheets 72 (1994) 487.94S3 Singh, B., et al.: Nuclear Data Sheets 73 (1994) 351.94T1 Tuli, J.K.: Nuclear Data Sheets 71 (1994) 1.94T2 Tamura, T.: Nuclear Data Sheets 71 (1994) 461.94T3 Tuli, J.K.: Nuclear Data Sheets 72 (1994) 355.

95B Blachot, J., Marguier, G.: Nuclear Data Sheets 75 (1995) 739.95K Kitao, K.: Nuclear Data Sheets 75 (1995) 99.95R Shaheen Rab: Nuclear Data Sheets 75 (1995) 491.95M derMateosian, E., Tuli, J.K.: Nuclear Data Sheets 75 (1995) 827.95T Tuli, J.K.: Nuclear Data Sheets 74 (1995) 349.

96A Artna – Cohen, A.: Nuclear Data Sheets 79 (1996) 1.96D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 79 (1996) 639.96K Kitao, K., Oshima, M.: Nuclear Data Sheets 77 (1996) 1.96T Tendow, Y.: Nuclear Data Sheets 77 (1996) 631.

97A Audi, G., et al.: Nucl. Phys. A624 (1997) 1.97I Iimura, H., et al.: Nuclear Data Sheets 80 (1997) 895.97P Peker, L.K., Tuli, J.K.: Nuclear Data Sheets 82 (1997) 187.97S Singh, B.: Nuclear Data Sheets 80 (1997) 263.97T Tuli, J.K.: Nuclear Data Sheets 81 (1997) 579.

98B Blachot, J.: Nuclear Data Sheets 83 (1998) 647.98S Sergeenkov, Yu.V., Singh, B.: Nuclear Data Sheets 84 (1998) 115.98T Tuli, J.K.: Nuclear Data Sheets 85 (1998) 537.

99BNL BNL data base: www.nndc.bnl.gov, March 1999


z = 37 - 62

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