A Separable Potential in Triaxially Ellipsoidal Coordinates Satisfying the Laplace Equation

Details A Separable Potential in Triaxially Ellipsoidal Coordinates Satisfying the Laplace Equation A Separable Potential in Triaxially Ellipsoidal Coordinates Satisfying the Laplace Equation

Jun 1970

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1970cemec...2..217m&link_type=abstract

Celestial Mechanics, Volume 2, Issue 2, pp.217-227

Physics

5

Scientific paper

This paper derives the most general potential function which allows separation of the hamilton-Jacobi equation in orthogonal coordinates and which satisfies the Laplace equation. The resulting potential is then specialized to the case of interest for near-Earth satellites, where the proper behavior of the potential at infinity is obtained and singularities in the region of interest are eliminated. The Vinti potential is found as a special case.

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