The properties of coefficients of the main series of Kepler motion

Details The properties of coefficients of the main series of Kepler motion The properties of coefficients of the main series of Kepler motion

Dec 1988

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1988kfnt....4...79k&link_type=abstract

Kinematika i Fizika Nebesnykh Tel (ISSN 0233-7665), vol. 4, Nov.-Dec. 1988, p. 79-83. In Russian.

Physics

1

Celestial Mechanics, Kepler Laws, Orbit Calculation, Anomalies, Coefficients, Convergence, Fourier Series, Theorem Proving

Scientific paper

The properties of the coefficients of expansion of the orbital
coordinates in Fourier expansions are studied in terms of the mean
anomaly. The series considered converge in an absolute and uniform
fashion with respect to all values of the eccentricity from the interval
(0, 1) and all real values of the mean anomaly.

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