Under construction!
Ways to determine Distances
km, miles; AUs; light seconds, light minutes, light days, etc; light years
(ly), kilo light years (kly), etc; parsec (pc), kpc, Mpc, Gpc
absolute vs. apparent magnitude/brightness/luminosity;
distanc module m-M
m-M = 5 lg(D/10 pc) = 5 lg(D/pc) - 5 = 5 lg(D/ly) - 7.
D = 10 pc * 10^((m-M)/5)
linear vs. angular (apparent) diameter
d/D = 2 tan (Dim/2) ~ arc Dim
D = d [cot(Dim/2)/2] ~ d / arc Dim
radial velocity/proper motion
.. to be determined later :) ..
Distance determinations in the Solar System have been performed in the
past by parallax measurements from different points on Earth (in former
centuries, risky and expensive sea journeys were done for this purpose).
Nowadays, distances in the solar system are very acurately determined by
radar methods, often involving spacecraft.
Hyades:
about 200 stars, 151 ly distant.
Crucial because used for virtually all cluster distance
determinations by CMD fitting, and thus for almost
all greater distance determinations, including zero point gauges for other
methods.
Hyades distcance was believed to amount 40 pc (130 ly) since the
1920s
and got corrected to 46 pc (150 ly) by the 1960s when Hodge and Wallerstein
noted inconsistency with nearby star HRD.
Hipparcos' parallax measurement found a very close value of 151 ly
for the Hyades distance.
Ursa Major Moving Cluster:
about 60 stars at 78 ly
Scorpius-Centaurus cluster:
about 100 stars at 560 ly; includes a number of B and A stars
(Pleiades estimated by
Van Leeuwen at 126 pc, 410 ly)
Similar to Moving Cluster method but for objects of
one type (i.e., stars of one spectral type);
solar motion, mean parallax and distance
Important if other distance values not available for certain object type
(B stars, RR Lyrae, Cepheids)
Compare CMD obtained for a cluster with theoretical or empirical HRD
(practically, almost always the Hyades)
- The Cosmological Distance Ladder, by Michael Rowan-Robinson. 1985,
W.H. Freeman, ISBN 0-7167-1586-4
Hartmut Frommert
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