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Evolutionary Algorithms in Astrodynamics

DOI: 10.4236/ijaa.2016.64035, PP. 435-439

Keywords: Genetic Algorithms, Newton’s Equations of Motion, Principle of Least Action, Astrodynamics, Celestial Mechanics, Orbital Motion, Optimal Control, Two-Point Boundary Value Problem

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Abstract:

This paper presents the method of solving the equations of motions by evolutionary algorithms. Starting from random trajectory, the solution is obtained by accepting the mutation if it leads to a better approximations of Newtons second law. The general method is illustrated by finding trajectory to the Moon.

References

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