Analytical method for determining the orientation of unstabilized weakly perturbed artificial earth satellites. II

Mathematics

Scientific paper

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Artificial Satellites, Perturbation Theory, Satellite Orientation, Satellite Perturbation, Satellite Rotation, Convergence, Euler Equations Of Motion, Mathematical Models, Matrices (Mathematics), Partial Differential Equations

Scientific paper

The Euler-Poinceau model of unperturbed motion is used to determine the orientation of an earth satellite from measurement data. This model is used because it is a good approximation of the true motion of an unstabilized weakly perturbed passive satellite, and also because it is inscribed in a finite form, which enables one to avoid numerical integration of the equations of motion and thereby increase the rate of data processing.

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