Lectures |
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Giants
Super Giants
White dwarfs
Spectral types: O B A F G K M
cool
- temperature
SO?
(ii) deduce spectral type from spectrum
(iii) infer luminosity (L) from spectral type
(iv) infer distance (d) from apparent brightness and luminosity
L/d2 so,
- to a few Mpc (maybe!) from HST
L/d2
so,
=
and
d3
volume
(
)3/2
brightness-limited samples
biased to bright objects
T4
R2
Total
luminosity of a spherical blackbody is proportional to the energy
times the area:
so
T4 x R2 or

R
Luminosity
Radius2
Luminosity
Mass4
Mass/Luminosity
Mass-3
| Mass | Luminosity | Lifetime |
| 0.1 | . | . |
| 1 | 1 | 10 Gyr |
| 10 | . | . |
| 100 | . | . |
(b) not possible to estimate
(c) the bigger star is brighter in proportion to its greater mass
(d) the bigger star is brighter by a factor of 4, in proportion to its greater surface-area
(e) the bigger star is brighter by a factor of 6, in proportion to its greater volume
(b) twice as short as the Sun
(c) the same time
(d) indefinitely
(e) 8 times shorter than the sun
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