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Approximate analytical theory of satellite orbit prediction presented in spherical coordinates frame - MaRDI portal

Approximate analytical theory of satellite orbit prediction presented in spherical coordinates frame (Q5960091)

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scientific article; zbMATH DE number 1727207
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Approximate analytical theory of satellite orbit prediction presented in spherical coordinates frame
scientific article; zbMATH DE number 1727207

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    Approximate analytical theory of satellite orbit prediction presented in spherical coordinates frame (English)
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    11 April 2002
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    The authors give comparative review of analytical theories for the motion of Earth satellites in quasi-circular orbits written in spherical coordinates. The theory of motion is developed for quasi-circular and quasi-equatorial orbits subjected to geopotential, luni-solar and solar radiation pressure perturbations. The intermediate orbit is Keplerian, and the equations of motion are solved by the Lyapunov-Poincaré small parameter method. Both resonant and nonresonant cases are considered. The results are useful for the development of a complete theory of weakly eccentric orbits.
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    luni-solar perturbation
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    solar perturbation
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    resonant case
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    nonresonant case
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    geo-stationary satellite
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    Earth satellites
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    quasi-circular orbits
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    spherical coordinates
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    quasi-equatorial orbits
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    radiation pressure
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    Lyapunov-Poincaré small parameter method
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    weakly eccentric orbits
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