Fourier analysis of the light curves of eclipsing variables. XII

Astronomy and Astrophysics – Astrophysics

Scientific paper

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53

Eclipses, Fourier Analysis, Light Curve, Variable Stars, Distribution Moments, Hankel Functions, Hypergeometric Functions, Limb Darkening, Series Expansion, Stellar Occultation

Scientific paper

The fractional loss of light experienced during the eclipse of an arbitrarily darkened stellar disk is examined in terms of the parameters h and k (or their equivalents) for any type of eclipse and any degree of limb darkening of the eclipsed star. The expressions obtained are used to evaluate the corresponding moments of the light curves in the form of associated series that converge to the desired results. It is found that Appell's functions of the F4 type will play a prominent role in a mathematical description of the light changes in the frequency domain. Consideration is given to the cases of partial, total, and annular eclipses as well as occultations and transits.

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