Numerical continuation of the periodic solutions of a Lagrangian system with two degrees of freedom

Computer Science – Numerical Analysis

Scientific paper

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Circular Orbits, Euler-Lagrange Equation, Numerical Analysis, Orbit Calculation, Precession, Satellite Orbits, Algorithms, Computer Techniques, Degrees Of Freedom, Equations Of Motion, Periodic Variations, Predictor-Corrector Methods

Scientific paper

Consideration is given to a predictor-corrector method for the numerical continuation of the periodic solutions of an autonomous Lagrangian system with two degrees of freedom. The algorithm is extremely well-adapted to computer implementation and makes it possible to view the energy constant merely as one of the parameters of the system. As an example, the algorithm is used to find the periodic motions which are a numerical continuation of short-periodic Liapunov motions from the vicinity of the hyperboloidal precession of a dynamically symmetric satellite in a circular orbit.

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