The reduction of crater positions to different systems of coordinates in the space of the lunar inertial axis trihedron

Details The reduction of crater positions to different systems of coordinates in the space of the lunar inertial axis trihedron The reduction of crater positions to different systems of coordinates in the space of the lunar inertial axis trihedron

Aug 1990

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1990kfnt....6....9k&link_type=abstract

Kinematika i Fizika Nebesnykh Tel (ISSN 0233-7665), vol. 6, July-Aug. 1990, p. 9-16. In Russian.

Mathematics

Coordinates, Libration, Lunar Craters, Differential Equations, Euler Equations Of Motion, Gravitational Fields, Hamiltonian Functions, Matrices (Mathematics)

Scientific paper

The paper presents a theory for the physical libration of the moon with respect to the central axes of lunar inertia. The initial differential equations of the theory are dynamic Euler equations or equivalent Hamiltonian equations. A method for the reduction of crater positions to different coordinate systems constructed in the inertial axis space is proposed.

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