Use these pages as a study guide-- i.e., a list of terms,
facts, concepts, and relationships that you will want to understand for
the exams. This review is NOT intended as a synopis of the
class notes or textbook. Rather, it mixes some factual information with
lists of items that students should review.
Sample questions, some given with answers, some without, are included.
These are indicated with a preceding "Q?" symbol.
This guide is not guaranteed to be comprehensive-- tests cover
the text and notes !
As in any discipline, there are many terms and expressions whose
definitions are vital for an understanding of astronomy. Make use
of the end-of-chapter reviews in the text, where many terms are
highlighted. Also be aware of those terms specifically described
in your class notes.
Distance Measures:     Be aware of how distances are defined, and the actual
values of the most important distance, e.g., the Earth-Sun distance.
Earth's daily rotation :
This section reviews specific quantitative (meaning mathematical) relations, and how to interpret those relationships.
Some formulae:
(1) | Small Angle formula:   | true size = distance x angular size |     | (2) | Centripedal force:   | ![]() |
    |
(3) | Gravitational Force:   | ![]() |
    | (4) | Newton's 2nd Law:   | ![]() |
    |
(5) | Kepler's 3rd Law:   | ![]() |
    | (6) | Wave equation: | wavelength × frequency = wave speed |     |
  true size   ~   distance × (angular size in degrees / 57.3).
This relation is known as the small angle formula, and allows the direct calculation of the size of an object if the distance is known, or conversely, one can determine the distance to an object if its true size is known. The small angle formula implies that the further away that an object is located, the smaller its angular size will be. If distance increases, then the angular size must decrease.
Ellipses:   Ellipses are geometric figures which can be described as
"flattened" circles. Planetary orbits trace ellipses. Know what the eccentricity of
an ellipse measures (for a circle, e = 0). Be able to draw an ellipse with a planet
and the Sun properly oriented.
Q?: The more "squashed" (flattened) an ellipse, the closer
the value of eccentricity is to _______ ?
Understand how to describe forces:
Properties of Waves:
Radiation:
(1) | wavelength × frequency = speed of the wave |   -   the "wave" equation |
(2) | wavelength of peak emission is ~ 1 / temperature |   -   Wien's Law |
(3) | E(total) ~ T4 |   -   Stefan's Law |
(4) | (shift in wavelength) / wavelength   =   velocity / speed of light |   -   Doppler effect |
(5) | Energy of a photon, E, equals Planck's constant times frequency. E   =   h   x   n |
  |