Formuleblad Stellaire Astrofysica
Marlinde Drent et al
Contents
1 The celestial sphere 2
2 Celestial mechanics 3
2.1 Kepler’s laws . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3
3 The continuous spectrum of light 5
5 The interaction of light and matter 6
7 Binary systems and stellar parameters 7
8 The classification of stellar spectra 8
9 Stellar atmospheres 9
10 The interior of stars 11
12 The interstellar medium and star formation 12
13 Main sequence and post-main-sequence stellar evolution 13
14 Stellar Pulsation 13
15 The fate of massive stars 14
1
, 1 The celestial sphere
Relation for synodic (S) and siderial (P) period of inner and outer planets
(
1/P − 1/P⊕ (inferior)
1/S = (1.1)
1/P⊕ − 1/P (superior)
Relation between proper motion and transverse velocity
dθ vθ
µ= = (1.5)
dt r
2
Marlinde Drent et al
Contents
1 The celestial sphere 2
2 Celestial mechanics 3
2.1 Kepler’s laws . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3
3 The continuous spectrum of light 5
5 The interaction of light and matter 6
7 Binary systems and stellar parameters 7
8 The classification of stellar spectra 8
9 Stellar atmospheres 9
10 The interior of stars 11
12 The interstellar medium and star formation 12
13 Main sequence and post-main-sequence stellar evolution 13
14 Stellar Pulsation 13
15 The fate of massive stars 14
1
, 1 The celestial sphere
Relation for synodic (S) and siderial (P) period of inner and outer planets
(
1/P − 1/P⊕ (inferior)
1/S = (1.1)
1/P⊕ − 1/P (superior)
Relation between proper motion and transverse velocity
dθ vθ
µ= = (1.5)
dt r
2
