vlba parallaxes across the milky way and the distance to ngc 4258
DESCRIPTION
VLBA Parallaxes Across the Milky Way and the Distance to NGC 4258. Mark J. Reid Harvard-Smithsonian Center for Astrophysics. Trigonometric Parallax. d(kpc) = 1 / p(mas) Nearest stars: d = 1 pc p = 1 ” Center of Milky Way: d ~ 10 kpc p ~ 0.1 mas Other galaxies - PowerPoint PPT PresentationTRANSCRIPT
VLBA Parallaxes Across the Milky Way and the Distance to NGC 4258
Mark J. Reid
Harvard-Smithsonian Center for Astrophysics
Trigonometric Parallax
1 A.U.
D(parsecs) = 1 / A(arcseconds)
1 parsec = 3.26 light years = 205,000 A.U.
d(kpc) = 1 / p(mas)
Nearest stars: d = 1 pc p = 1”
Center of Milky Way: d ~ 10 kpc p ~ 0.1 mas
Other galaxies d ~ 1 Mpc p ~ 1 as
dp
Friedrich Wilhelm Bessel
• Used Fraunhofer’s last telescope
measured first stellar parallax:
61 Cygni: p = 0.314” in 1838
(p = 0.287”)
Friedrich Wilhelm Bessel (1838)
p = 0.25” ± 0.03”
p = 0.37” ± 0.03”
HIPPARCOS(HIgh Precision PARallax COllecting Satellite)
118,000 stellar parallaxes
~ 0.001 arcseconds
10% accuracy at 100 pc…
mapped solar neighborhood
(Perryman et al 1997 A&A 323 49)
Pleiades Distance Problem
• Hipparcos: D = 120.2 ± 1.9 pc
• Ground based D = 131 135 pc• HST (3 parallaxes): D = 134.6 ± 3.1 pc
• VLBA (4 parallaxes): D = 136.2 ± 1.2 pc Carl Melis et al (in prep)
uncertainty dominated by cluster depth (2.3pc), not measurement accuracy
Very Long Baseline Interferometry: VLBA, VERA & EVN
• Radio waves “see” through galaxy
• Can “synthesize” telescope the size of the Earth
Fringe spacing (eg, VLBA):
f~/D ~ 1 cm / 8000 km = 250 as
Centroid Precision:
0.5 f / SNR ~ 10 as
Systematics:
path length errors ~ 2 cm (~2 )
shift position by ~ 2f ~ 500 as
Relative positions (to QSOs):
~ 1 deg (0.02 rad)
cancel systematics: f ~ 10 as
What does the Milky Way look like?
Hipparcos range
Gaia range (± 10 to 20 as); but cannot see through dust in Galactic plane
VLBI range (± 5 to 20 as): can “see” through plane to massive star forming regions that trace spiral structure
The BeSSeL Survey Team
M. Reid, T. Dame (CfA)
K. Menten, A. Brunthaler, B. Zhang, Y. Wu, M. Sato, Y. Choi, A. Sanna (MPIfR)
X-W Zheng, Y. Xu (Nanjing)
L. Moscadelli (Arcetri)
A. Bartkiewicz (Torun)
K. Hachisuka (Shanghai)
K. Rygl (Netherlands)
Mapping Spiral Structure
• Parallaxes: VLBA, EVN & VERA >100 parallaxes for massive young stars • Tracing most spiral arms, eg… Outer arm traced
Perseus arm “gap”Local arm significant
• Model entire data set: R0 = 8.34 ± 0.16 kpc 0 = 240 ± 8 km/s
R ~ 0
Reid et al 2014
Local Group Proper Motions
• 1920s van Maanen claimed to see M33 spin!
• mas/yr motions Spiral nebulae nearby (Galactic)
• Hubble argued more distant (extra-galactic)
• van Maanen’s error not found
M33
Extragalactic Proper Motions• van Maanen experiment:
M33/19 – M33/IC133 masers
VLBA: x = 30 +/- 2, y = 10 +/- 5 as/yr
HI: vx = 106 +/-20, vy = 35 +/- 20 km/s
D = 750 +/- 50 +/- 140 kpc
M33
Brunthaler+ 2006
v
• Next: M31 (Andromeda) 5 masers
higher rotation speed
NGC 4258 • Seyfert 2 galaxy
• H2O masers in edge-on warped diskRadius 0.15 -> 0.30 pc
Rotation speed 1000 km/s Period 1000 years M 4 x 107 Msun
• Decade of VLBA and GBT observation
• Geometric model Distance
• With HST observations, recalibrate Cepheid PL relationHerrnstein, Greenhill, Moran, Miyoshi…
Modeling Disk Dynamics
Humphreys et al (2013)
A = V2 / r & r = D
M r V2
Center of P-V diagram
VLBA map
Very small
Estimating H0
• DNGC4258 = 7.60 ± 0.17 ± 0.20 Mpc (total ±3%)
Extremely accurate, direct distance to a galaxy.
• H0 = Vrec/ D very uncertain (Vrec = Vobs – Vpec)
But, very useful for re-calibrating Cepheids…
H0,NGC4258 = 72.0 ± 3.0 km/s/Mpc (see Riess+ 2011,12)
H0,NGC4258 = 70.6 ± 3.3 km/s/Mpc (see Efstathiou 2014)
• Established H2O megamaser method for distances.
Observe similar AGN disks in galaxies where Vpec << Vrec
and estimate H0 directly without standard candels.