how babar can decide what charmonium-like states 4260, 4360…. really are

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How BaBar can decide what charmonium-like states 4260, 4360…. really are e accidental discovery of a new spectroscopy k by FC with Clark Downum (in PRL) and Chris Thomas (prelimin

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How BaBar can decide what charmonium-like states 4260, 4360…. really are. The accidental discovery of a new spectroscopy?. Work by FC with Clark Downum (in PRL) and Chris Thomas (preliminary). 4 to 4.5 GeV region. Gluonic charmonium (hybrid) predicted couples to DD1 and D*D0. - PowerPoint PPT Presentation

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Page 1: How BaBar can decide what charmonium-like states 4260, 4360…. really are

How BaBar can decidewhat charmonium-like states4260, 4360…. really are

The accidental discovery of a new spectroscopy?

Work by FC with Clark Downum (in PRL) and Chris Thomas (preliminary)

Page 2: How BaBar can decide what charmonium-like states 4260, 4360…. really are

4 to 4.5 GeV region

Gluonic charmonium (hybrid) predictedcouples to DD1 and D*D0

Strong attractive forces between D* D1 also between DD1 and D*D0

How BaBar can resolve the dynamics !

2

And enigmatic state(s) observed in expt

Page 3: How BaBar can decide what charmonium-like states 4260, 4360…. really are

1++(3872) 1--(4260)

JPC?(4430)

I=1 !?

DD* DD1

D*D1

17

1- - (4360) psiprime pipi

D*D1

3

Page 4: How BaBar can decide what charmonium-like states 4260, 4360…. really are

1++(3872) 1--(4260)

JPC?(4430)

I=1 !?

DD* DD1

D*D1

17

1- - (4360) psiprime pipi

D*D1

all areS wave in s-channel!

4

Page 5: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Why are nuclear binding energies \sim O(1) MeV per nucleon ?

5

Page 6: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Why are nuclear binding energies \sim O(1) MeV per nucleon ?

Pi exchange is in P-wave= penalty

6

Page 7: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Why are nuclear binding energies \sim O(1) MeV per nucleon ?

=> binding energies \sim O(100) MeV per hadron

Pi exchange is in P-wave= penalty

What if Pi exchange is in S-wave= no penalty

7

Page 8: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Why are nuclear binding energies \sim O(1) MeV per nucleon ?

=> binding energies \sim O(100) MeV per hadron

Pi exchange is in P-wave= penalty

What if Pi exchange is in S-wave= no penalty

Can happen for D1 => D* pi in S wave

8

Page 9: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Why are nuclear binding energies \sim O(1) MeV per nucleon ?

=> binding energies \sim O(100) MeV per hadron

Pi exchange is in P-wave= penalty

What if Pi exchange is in S-wave= no penalty

Can happen for D1 => D* pi in S wave

D1D* deep bound molecules

And in S-wave = 1^{- -}Examples 4260; 4360 …..9

Page 10: How BaBar can decide what charmonium-like states 4260, 4360…. really are

1++(3872) 1--(4260)

JPC?(4430)

I=1 !?

DD* D*D1

D*D1

17

1- - (4360) psiprime pipi

D*D1

all areS wave in s-channel!

Page 11: How BaBar can decide what charmonium-like states 4260, 4360…. really are

gluonic degrees-of-freedom

Costs about 1 to 1.5GeV energy to excite phonon“pi/R”Hybrid qq* @ 2GeV; Hybrid cc* @ 4-4.5GeV

Barnes FC Swanson 93

11

R

Page 12: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Predicted 1-+ Hybrid masses (with spin splittings)

charmonium

Page 13: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Predicted 1-+ Hybrid masses (with spin splittings)

charmoniumNear D(L=0)+D(L=1) thresholds: DD0; DD1; D*D0;D*D1 and strongly coupled to these channels…..how distinguish hybrid from DD1 etc molecules?

Page 14: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Predicted 1-+ Hybrid masses (with spin splittings)

Spin hyperfine splittings

1- - (4.25) Y(4260?)1- + (4.1) HQLGT0- + (3.95) X(3940?)

Barnes FC 82Chanowitz Sharpe

e+e- feebly coupled

e+e- \to \psi + X?

14

Page 15: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Novel states in e+e- to + X

???

0-+;1-+

15

Page 16: How BaBar can decide what charmonium-like states 4260, 4360…. really are

e+e- \to psi pi pi BaBar sees unusual vector cc*

Y(4260)

\Gamma(ee) 5-80eVCompare \sim 1 keV !!

But width 90MeV typical hadron !

psi pipi violate OZI

D

D_1 uu * pi pi

psi

16

Page 17: How BaBar can decide what charmonium-like states 4260, 4360…. really are

To do more need dynamics:Production; decays; selection rules

Lattice hints about dynamicsHybrids and DD1 decays

35/18

Beyond Spectroscopy

17

Page 18: How BaBar can decide what charmonium-like states 4260, 4360…. really are

What properties

18

Page 19: How BaBar can decide what charmonium-like states 4260, 4360…. really are

What properties

Michael McNeile 06

FC Burns 06

confirms Flux Tube for hybrid:conventional

Lattice S-wave decays now calculated Michael McNeile

Exactly WHAT is Lattice revealing about dynamics:What significance if ratio \sim 2?

18

Page 20: How BaBar can decide what charmonium-like states 4260, 4360…. really are

2

qq* create in S=1

qq* create in S=0 0

19

Page 21: How BaBar can decide what charmonium-like states 4260, 4360…. really are

J – S = “L” Factorisation of S and L

qq* created in S=1

Factorisation and S=1 creationis powerful result if generally true.

Determine nature of Y(4260) by DD_1 pattern

20

Page 22: How BaBar can decide what charmonium-like states 4260, 4360…. really are

SL Factorisation and S=1selection rules for psi*(cc*) \to DD_1

Also applies to KK_1 decays of ss* vectorse.g. ISR around 2.2 GeV

21

Page 23: How BaBar can decide what charmonium-like states 4260, 4360…. really are

4260 decays….

…using strong selection rulesto distinguish candidates…

Conventional charmoniumHybrid charmonium Tetraquark csc*s*; Charm molecule D*D1 or DD1

22

Page 24: How BaBar can decide what charmonium-like states 4260, 4360…. really are

flux-tube breaking and hybrid decays

c.m

.c.m

.

e.g. p=1e.g. p=1

Break tube: S+P states yes; S+S suppressed

Isgur Paton 92 light exotics

FC Page 95 all

Look for DD_1 and D*D_0 near threshold

Absence of DD; DD*; DsDs …

24

Page 25: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Y(4260): D_s and D_s* channels

NoDsDsresonance

eliminatestetraquarkcsc*s*

25

Page 26: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Y(4260): D and D* channels

NoDDDD* orD*D*resonance

25

Page 27: How BaBar can decide what charmonium-like states 4260, 4360…. really are

All consistent with predictions for hybrid charmoniumFC+Page 1995

Search DD_1 and D*D_0 in DD\pi\pi

If NOT hybrid cc* then why not/where is it ?!27

Page 28: How BaBar can decide what charmonium-like states 4260, 4360…. really are

The large psi +pi pi = hint of large D(*)D1

D

D_1 uu * pi pi

psi

e+e- psi(hybrid) D(*)D_1

S-wave, relative mom \sim 0; DD_1 interchange constituents to make psi pipi “strongly”

28

Page 29: How BaBar can decide what charmonium-like states 4260, 4360…. really are

The large psi +pi pi = hint of large D(*)D1

D

D_1 uu * pi pi

psi

e+e- psi(hybrid) D(*)D_1

S-wave, relative mom \sim 0; DD_1 interchange constituents to make psi pipi “strongly”

28

Problem: Heavy cc* preserve their spin. Psi has cc* with S=1 Hybrid has cc* with S=0 (h1c eta or etac omega ?)

Problem: and other states: 4360;4430…

Page 30: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Hybrid affected by thresholds

Attractive force from pi exchange:

4260 a result of D1D* (!!) threshold: look for e+e- \to DDbar + 3pi

And what about 4360 in psiprime pipiand 4430 in psiprime pi …..????

29

Page 31: How BaBar can decide what charmonium-like states 4260, 4360…. really are

The Answer: A new spectroscopy?

• At least…..something unexpected!

• 1++(3872) DD* via \pi exchange in p-wave

• 1– (4260 etc) D1D* via \pi exchange

………

30

Page 32: How BaBar can decide what charmonium-like states 4260, 4360…. really are

The Answer: A new spectroscopy?

• At least…..something unexpected!

• 1++(3872) DD* via \pi exchange in p-wave

• 1– (4260 etc) D1D* via \pi exchange

in s-wave!

31

Page 33: How BaBar can decide what charmonium-like states 4260, 4360…. really are

D* to D pi (P wave) O(q^2)DD* to D*D binding O(1 MeV)X(3872)

N N pi: deuteron; O(1 MeV)

32

Page 34: How BaBar can decide what charmonium-like states 4260, 4360…. really are

D* to D pi (P wave) O(q^2)DD* to D*D binding O(1 MeV)X(3872)

N N pi: deuteron; O(1 MeV)

32

1++(3872)DD*

Page 35: How BaBar can decide what charmonium-like states 4260, 4360…. really are

D* to D pi (P wave) O(q^2)DD* to D*D binding O(1 MeV)X(3872)

N N pi: deuteron; O(1 MeV)

D1 to D* pi (S wave) O(mA-mB)^2D1 D* binding O(100 MeV)

M = D*D1(4440) - O(100MeV) 4260; 4360 ??33

Page 36: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Look at I=1 D1D* 1^{--}S wave pi exchangeFind it does NOT bind

34

Page 37: How BaBar can decide what charmonium-like states 4260, 4360…. really are

I=1 feeble binding if anyZ(4430)Liu et al PRD77 034003

35

Page 38: How BaBar can decide what charmonium-like states 4260, 4360…. really are

I=1 feeble binding if anyZ(4430)Liu et al PRD77 034003

I=0 strong binding

36

Page 39: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Binding Energy: variational wfns

Ground state B.E can be 100-200 MeV !! Radial excitation bound also??37

Page 40: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Psi(1S)pipi (4260)

Psi(2S)pipi (4360) and (?) 4600

38

Page 41: How BaBar can decide what charmonium-like states 4260, 4360…. really are

2S

1S

4360

4260

D*D1 threshold 4430 I=1

D*D1 spectroscopy

1P 4350

Potential is similar to Coulomb

39

Page 42: How BaBar can decide what charmonium-like states 4260, 4360…. really are

2S

1S

4360

4260

D*D1 threshold 4430 I=1

Vector D*D1 spectroscopy

D*

D_1 uu * pi pi

cc* psi

40

Page 43: How BaBar can decide what charmonium-like states 4260, 4360…. really are

2S

1S

4360

4260

D*D1 threshold 4430 I=1

Vector D*D1 spectroscopy

D*

D_1 uu * pi pi

cc* psi

1S; 2S

(1S; 2S)

41

Page 44: How BaBar can decide what charmonium-like states 4260, 4360…. really are

2S

1S

4360

4260

D*D1 threshold 4430 I=1

Vector D*D1 spectroscopy

Psi(2S) pi pi

Psi(1S) pi pi

42

Page 45: How BaBar can decide what charmonium-like states 4260, 4360…. really are

2S

1S

4360

4260

D*D1 threshold 4430 I=1

Vector D*D1 spectroscopy

Psi(2S) pi pi

Psi(1S) pi pi

DD pi pi pi

43

Page 46: How BaBar can decide what charmonium-like states 4260, 4360…. really are

The immediate test is 4260 decay to

Then look for other exotica. Also in Bottomonium and strangeonium

Phys Rev Letters (in press)

44

Page 47: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Since PRL: (n.b. preliminary - not yet guaranteed)

Sensitivity to D1 and D0 widths for pointlike mesons (value of h)

Effect of finite D meson size (h function of momentum)

Effect of extended pion (Lambda)

And discovery of DD1/D*D0 molecules too: including exotic J(PC)=1(-+)

45

Page 48: How BaBar can decide what charmonium-like states 4260, 4360…. really are

h^2 width of D_1 to D^* \pi

D and pi pointlike:

Data: h \sim 0.7 – 0.8

h=1 3800

h=0.9 4050

h=0.8 4250

h=0.7 4350

Page 49: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Pion size (Lambda)

Reduces BE:

Extended pion provides smaller force

BE tends to zero.

Bad news

Page 50: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Pion size (Lambda)

Reduces BE:

Extended pion provides smaller force

BE tends to zero.

Bad news

Good newsFinite D size:

h(q) => h(0) increases to > 1

Scale of BE increases

Page 51: How BaBar can decide what charmonium-like states 4260, 4360…. really are

51

Page 52: How BaBar can decide what charmonium-like states 4260, 4360…. really are

52

Page 53: How BaBar can decide what charmonium-like states 4260, 4360…. really are

4260

4360

Threshold 4440

52

Page 54: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Surprisingly robust !

Can force-fit because so sensitive so not a real “pre”-diction

Need direct unambiguous tests = decay channels

53

Page 55: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Surprisingly robust !

Can force-fit because so sensitive so not a real “pre”-diction

Need direct unambiguous tests = decay channels

Look for D Dbar pi pi pi (for D1 D* deep bound molecules)

Look for D Dbar pi pi (not D*D*) for DD1/D*D0 molecules and threshold “accidents”

53

Page 56: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Surprisingly robust !

Can force-fit because so sensitive so not a real “pre”-diction

Need direct unambiguous tests = decay channels

Look for D Dbar pi pi pi (for D1 D* deep bound molecules)

Look for D Dbar pi pi (not D*D*) for DD1/D*D0 molecules and threshold “accidents”

DD1/D*D0 molecules also: and exotic 1-+

Look in e+e- \to (D Dbar pi pi) gamma

54

Page 57: How BaBar can decide what charmonium-like states 4260, 4360…. really are

D*D1 threshold4430

D D1 threshold4290

4260

4360

55

Page 58: How BaBar can decide what charmonium-like states 4260, 4360…. really are

D*D1 threshold4430

D D1 threshold4290

D D1 b state or hybrid at threshold4260

spurious4360

Option 1: 4360 spurious; 4260 hybrid or cc* attracted to DD1 threshold

D D pi pi ( DD1 or D*D0; not D*D* )

560

Page 59: How BaBar can decide what charmonium-like states 4260, 4360…. really are

D*D1 threshold4430

D D1 threshold4290

1S psi pi pi4260

2S psiprime pi pi4360

Option 2: 4360 and 4260 D*D1 molecules

D D pi pi pi57

Page 60: How BaBar can decide what charmonium-like states 4260, 4360…. really are

4260 in psi pi pi @ 90 MeV width MUST be due to some charm meson pair

Finding which => reveals dynamicsin the 4 to 4.5 GeV region where hybridsalso predicted.

DDpipi (not D*D*) and DDpipipiare where the answers are to be found

Page 61: How BaBar can decide what charmonium-like states 4260, 4360…. really are

The antidote to Angels and Demons: available from Amazon et al

Page 62: How BaBar can decide what charmonium-like states 4260, 4360…. really are

e+e- KK_1

phi pi pi

Intriguing resonantsignal at 2175

2175 – m(phi)=4265 – m(psi)!!??

41/12

Study KK1 pattern

Page 63: How BaBar can decide what charmonium-like states 4260, 4360…. really are

Psi(1S)pipi (4260)

BaBar and Belle and CLEO

Psi pipi (4260)