Ballistic orbital motion in a rotating atmosphere

Astronomy and Astrophysics – Astronomy

Scientific paper

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Aerodynamic Drag, Atmospheric Effects, Ballistic Trajectories, Orbit Calculation, Two Body Problem, Angular Momentum, Approximation, Body Kinematics, Circular Orbits, Degrees Of Freedom, Equations Of Motion, Gravitational Effects, Rotating Fluids, Vector Analysis

Scientific paper

The present approximate, semianalytic solution to the two-body problem (with drag) describes nonlifting orbital motion in a rotating atmosphere, where spherical earth gravity is modeled as a central, inverse-square field. It is shown that orbital motion occurs in an earth-fixed, invariable plane that is defined by the radius and relative velocity vectors, and that equations of motion that are simplified by ignoring aerodynamic lift, gravitational perturbations, and kinematic accelerations, are autonomous and independent of the central angle measured in the invariable plane.

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