Computer Science – Numerical Analysis
Scientific paper
Nov 1974
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1974cemec..10..357b&link_type=abstract
Celestial Mechanics, vol. 10, Nov. 1974, p.357-373.
Computer Science
Numerical Analysis
4
Earth-Moon System, Halo Orbit Space Station, Lagrangian Equilibrium Points, Spacecraft Communication, Stationkeeping, Equations Of Motion, Nonlinear Equations, Numerical Analysis, Optimal Control, Spacecraft Control, Three Body Problem
Scientific paper
A translunar communication station is to be kept close to a nominal unstable periodic 'halo' orbit, visible at all times from earth. The analytically computed nominal orbit is not perfect, requiring an average control acceleration of about .000001 g for tight control. An adjustable quadratic combination of position deviation and control acceleration is minimized to provide an (adjustable) control law with period feedback gains and a periodic bias. The average control acceleration can be reduced to less than 10 to the minus 8th g with an error settling time of less than 2.5 months. The resulting limiting motion provides, in turn, an improved nominal, permitting the same low control cost with much tighter control, corresponding to settling times of the order of one day.
Aly Kamel Ahmed
Breakwell John V.
Ratner M. J.
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