Expansion of the mutual distance between two planets raised to any negative power

Details Expansion of the mutual distance between two planets raised to any negative power Expansion of the mutual distance between two planets raised to any negative power

May 1982

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1982m%26p....26..239k&link_type=abstract

Moon and the Planets, vol. 26, May 1982, p. 239-277.

Physics

4

Celestial Mechanics, Distance, Orbital Elements, Planetology, Solar Orbits, Anomalies, Eccentric Orbits, Variable

Scientific paper

An evaluation is given of a previously obtained (Kamel and Bakry, 1981) expression for Delta(-s) that is in terms of the Poincare variables L, lambda, H, K, P and Q. The inclinations of the two planets in question are referred to a common fixed plane, and the final formulation neglects powers higher than the third power of the Poincare variables, or the third power of the eccentricities and sines of inclinations.

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