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Miscellanea from the history of celestial mechanics
Authors:Otto Volk
Affiliation:(1) Mathematisches Institut der Julius-Maximilians-Universität, Würzburg
Abstract:
The KS-transformation introduced by P. Kustaanheimo and E. Stiefel into celestial mechanics is derived straight from the lsquoKepler Formulasrsquo. There follow the treatment of the inverse Newton problem comprising the derivation of the differential equations of mechanics by J. Hermann and L. Euler and also remarks concerning the fundamental papers by Euler about the planet problem and then-body problem. The conclusion is a simple example given by A. Voss and H. Liebmann, for the differential equations of mechanics with non-holonomic condition, which is of lsquopseudoplanetaryrsquo quality.This paper originated from several stays at the Eidgenössische Technische Hochschule, Zürich; Seminar of Professor E. Stiefel in 1973/74.
Keywords:
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