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1. The Damping of Satellite Oscillations by Changing the Mass Distribution

Author

Peter A. Sagirow and Manfred Hiller

Subjects
Nonlinear motion, Physics, Classical mechanics, Mass distribution, Computer Science::Programming Languages, Equations of motion, Satellite, Mechanics, Circular orbit, Gravity gradient
Abstract

It is shown to be possible to damp small oscillations of a gravity gradient stabilized satellite in circular orbit by three changes of the mass distribution. The time program of the changes is calculated for the linearized equations of motion. Using the program for the nonlinear motion some parameters must be varied.

Published
1970
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