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Basic Dynamics of the Orbital Hodographs
Orbital Hodograph Transformation Theory
Ballistic Missile and Intercept Trajectories
5 other sections not shown
analytic application apsidal line ballistic trajectory basic central angle chapter characteristics circular orbit classical hodograph Consequently constraints contact transformation Coplanar Cv axis defined Determination With Selected dynamics eccentric anomaly elliptic orbit endpoints final orbit final transfer point flight path angle geometric graphical gravitational constant hodo Hodograph Analysis hodograph circle hodograph equations hodograph formulation hodograph theory Hohmann transfer hyperbolic orbit inertial space initial orbit instantaneous orbit intercept trajectory J.S. Pistiner Lunar Landing n-body problem nondimensional obtained orbit parameter orbit plane orbital conic orbital energy orbital mechanics Orbital Transfer pedal transformation perigee point-mass motion polynomial position vector powered trajectory problem radial radius vector reference relative motion rendezvous problem S. P. Altman scalar semimajor axis shown in Fig solution special hodograph special velocity hodograph target satellite terminal rendezvous thrust acceleration thrust program Transfer Orbit Determination transformation theory true anomaly variable velocity hodograph velocity plane velocity vector