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Symplectic Approaches for Solving Two-Point Boundary-Value Problems
69
Citations
8
References
2012
Year
Numerical AnalysisMethod Of Fundamental SolutionTrajectory PlanningAerospace SystemsSpacecraft Orbit TransferAerospace EngineeringSpace VehiclesEngineeringFree Boundary ProblemGuidance SystemFlight OptimizationSystems EngineeringSpacecraft Attitude ControlSymplectic ApproachesTrajectory OptimizationSpacecraft FormationsNumerical Method For Partial Differential Equation
T HE two-point boundary-value problem (TPBVP) plays a fundamental role in optimal control problems of aerospace engineering, including the problem of spacecraft orbit transfer [1], the optimal reconfiguration of spacecraft formations [2], and continuous thrust rendezvous problems [3]. Therefore, many techniques and methods for solving TPBVP have been proposed and developed [4–7]. The optimal control problem is as follows. The dynamic system is
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