To present orbital mechanics in a comprehensive manner, including orbital maneuvers, relative motion in orbit, and orbit determination for three-dimensional guidance.
To introduce special coordinate frames (celestial, local horizon, planetary) that can be used to derive equations of translational motion in subsequent chapters.
To numerically solve the three-dimensional Lambert problem, which is useful in designing trajectories for nonplanar rendezvous (either orbital or interplanetary).
Orbital Mechanics
Modeling,Simulation in Science(Birkhäuser)
01.01.2007
36 pages
Aufsatz/Kapitel (Buch)
Elektronische Ressource
Englisch
Orbital Plane , Elliptical Orbit , Transfer Orbit , Local Horizon , Vernal Equinox Engineering , Automotive Engineering , Mathematical Modeling and Industrial Mathematics , Computational Intelligence , Mathematical and Computational Engineering , Applications of Mathematics , Systems Theory, Control
TIBKAT | 1996
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|TIBKAT | 1991
|SLUB | 1991
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