Harmonic Development of an Arbitrary Function of the Moon/Sun/Planets Coordinates to Poisson Series

Details Harmonic Development of an Arbitrary Function of the Moon/Sun/Planets Coordinates to Poisson Series Harmonic Development of an Arbitrary Function of the Moon/Sun/Planets Coordinates to Poisson Series

Dec 2005

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2005aspc..347..133k&link_type=abstract

Astronomical Data Analysis Software and Systems XIV ASP Conference Series, Vol. 347, Proceedings of the Conference held 24-27 Oc

Astronomy and Astrophysics

Astronomy

Scientific paper

A new algorithm for the spectral analysis of an arbitrary function of the Moon/Sun/planets coordinates tabulated over a long period of time is proposed. Expansion of the function to a Poisson series is directly made where the amplitudes and arguments of the series' terms are high-degree time polynomials (as opposed to the classical Fourier analysis where the terms' amplitudes are constants and the arguments are linear functions of time).

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