distances to supernovae with the expanding shock front method

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Distances to Supernovae Distances to Supernovae with the Expanding Shock with the Expanding Shock Front Method Front Method Norbert Bartel and Michael Bietenholz (York University)

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Distances to Supernovae with the Expanding Shock Front Method. Norbert Bartel and Michael Bietenholz (York University). Contents. The Expanding Shock Front Method SN 1993J - Images - Radio Expansion - Optical Expansion - PowerPoint PPT Presentation

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Page 1: Distances to Supernovae with the Expanding Shock Front Method

Distances to Supernovae with the Distances to Supernovae with the Expanding Shock Front Method Expanding Shock Front Method

Norbert Bartel and Michael Bietenholz (York University)

Page 2: Distances to Supernovae with the Expanding Shock Front Method

Contents

• The Expanding Shock Front Method• SN 1993J - Images - Radio Expansion - Optical Expansion - Distance• SN 1979C - Image - Radio Expansion - Optical Expansion - Distance• Conclusions

Page 3: Distances to Supernovae with the Expanding Shock Front Method
Page 4: Distances to Supernovae with the Expanding Shock Front Method

Angular expansion of SN1993J

66 radius measure-

ments

Page 5: Distances to Supernovae with the Expanding Shock Front Method

Radial velocity from optical lines

Page 6: Distances to Supernovae with the Expanding Shock Front Method

SN1993JHighest rel. resolution

Page 7: Distances to Supernovae with the Expanding Shock Front Method

The Expanding Shock Front Method

D = ---------------

Vopt. max ηκ

Θo •

Vopt. max = max. radial velocity from opt. lines (v of reverse shock)

Θo = angular velocity of outer boundary of radio shell (of forward shock)•

η = outer to inner angular radius of radio shell

Κ = isotropy factor, 1 for spherical symmetry

Page 8: Distances to Supernovae with the Expanding Shock Front Method

Shell profiles

Ratio of outerto inner radius,η, determined within 3%

Page 9: Distances to Supernovae with the Expanding Shock Front Method

Explosion center:± 45 µas or ± 160 AU

Proper motion:± 9 µas/yr or ± 160 km/s

Peculiar proper motion:320 ±160 km/s to south

Astrometry: M81* core - SN1993J

Limit onanisotropic expansion: 5.5%

Page 10: Distances to Supernovae with the Expanding Shock Front Method

Radio and optical velocities

M81: D=4.3±0.6 Mpc

Forward shock

Reverse shock

Page 11: Distances to Supernovae with the Expanding Shock Front Method

M100 in the Virgo Cluster

SN 1979C

Page 12: Distances to Supernovae with the Expanding Shock Front Method
Page 13: Distances to Supernovae with the Expanding Shock Front Method

VLBI image of SN 1979C at t=22 yrVLBI image of SN 1979C at t=22 yr

Modelfit:Circularly symmetricwithin 9%

Page 14: Distances to Supernovae with the Expanding Shock Front Method

Visibility curve of SN 1979C at t=22 yrVisibility curve of SN 1979C at t=22 yr

Page 15: Distances to Supernovae with the Expanding Shock Front Method

The expansion of SN 1979 C

consistent with almost free expansion for 22 yr

±0.03

Page 16: Distances to Supernovae with the Expanding Shock Front Method

Radial velocity from optical lines

Page 17: Distances to Supernovae with the Expanding Shock Front Method

Radio and optical velocities

Forward shock

Reverse shock

1.

M100: D=16.5±2.0 Mpc

Page 18: Distances to Supernovae with the Expanding Shock Front Method

Conclusions

• The Expanding Shock Front Method allows geometric distance measurements to be made for supernovae < 30 Mpc.

• SN 1993J in M81 D=4.3±0.6 Mpc (3.6±0.4 Mpc from Cepheids)

• SN 1979C in M100 in Virgo D=16.5±2.5 Mpc (uniform sphere) D=19.8±3.0 Mpc (shell) (15.2 --16.5±1.3 Mpc Ceph.)

Page 19: Distances to Supernovae with the Expanding Shock Front Method
Page 20: Distances to Supernovae with the Expanding Shock Front Method

D=3.6±0.4 Mpc

From Cepheids, Freedman et al. (2001)

Page 21: Distances to Supernovae with the Expanding Shock Front Method

With velocity error of reverse shock

Page 22: Distances to Supernovae with the Expanding Shock Front Method

With velocity error of reverse shock

1.

Page 23: Distances to Supernovae with the Expanding Shock Front Method
Page 24: Distances to Supernovae with the Expanding Shock Front Method

Composite Image made from data from three epochs combined

Image with highest resolution

Page 25: Distances to Supernovae with the Expanding Shock Front Method

The expansion of SN 1979C

Strong decelerationMarcaide et al. 2002

Page 26: Distances to Supernovae with the Expanding Shock Front Method
Page 27: Distances to Supernovae with the Expanding Shock Front Method
Page 28: Distances to Supernovae with the Expanding Shock Front Method
Page 29: Distances to Supernovae with the Expanding Shock Front Method
Page 30: Distances to Supernovae with the Expanding Shock Front Method

Optical-Radio Velocity comparison for D=16.5 Mpc

Forward shock

Reverse shock

Page 31: Distances to Supernovae with the Expanding Shock Front Method