Optimum trajectories to circular synchronous equatorial orbit for smaller-than-optimum apogee motors
Optimum trajectories to circular synchronous equatorial orbit for smaller than optimum apogee motors
Engineering topics
Publications and source records attributed to Teren, F..
Optimum trajectories to circular synchronous equatorial orbit for smaller than optimum apogee motors
Pioneer-F Jupiter flyby mission planning, considering use of optimum broken plane trajectories to increase launch opportunity and/or payload capability
Optimum launch trajectories for ATS-E mission with noncircular parking orbits, considering apogee motor size, perigee radius and duration constraints
Analysis of broken plane trajectories for Pioneer F mission
Optimum launch trajectories for ATS-E mission
Mathematical models for optimal three dimensional launch vehicle trajectories with attitude and attitude rate constraints
Wind profile developed for calculation of deflection impulse for rocket with liquid injection thrust vector control
Load relief autopilot to minimize launch vehicle thrust vector deflection angle required for vehicle stability during flight through design winds
Computer program for trajectory optimization and payload maximization in multistage launch vehicles
Thrust vector control for large launch vehicles with solid propellant first stages
Thrust vector deflection stability analysis for minimum control requirements of booster vehicles during atmospheric flight
Two body equations of motion for calculating partial derivatives relating lunar and planetary midcourse correction requirements to guidance system injection errors
Thrust vector deflection angle requirements for controlling solid propellant launch vehicle
Payload optimization of multistage launch vehicle- generalized Bolza problem for maximal payload capability analysis
Explicit equations for steering Atlas-Centaur multistage launch vehicle to lunar trajectory
Calculus of variations method used to maximize payload capability for multistage launch vehicles
Variational calculus methods used to maximize payload capability for multistage launch vehicles