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Integration of Orbital Motions with Chebyshev Polynomials
Published online by Cambridge University Press: 12 April 2016
Abstract
In this communication, we use Chebyshev series for integrating orbital motions. The nice properties that Chebyshev polynomials have, such as giving good approximations of functions in the Chebyshev norm, easy handling of their algebra with algebraic manipulators, allowing very big step sizes for integration and giving the solution in the form of polynomials, make these polynomials very attractive in orbit computations.
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- Theory of Motion
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- Copyright © Kluwer 1997