Uses of Class
org.orekit.propagation.relative.TwoImpulseTransfer
Packages that use TwoImpulseTransfer
Package
Description
Top level package for relative motion propagation.
This package provides an implementation of the equations of Clohessy and Wiltshire.
This package provides an implementation of the equations of Yamanaka and Ankersen.
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Uses of TwoImpulseTransfer in org.orekit.propagation.relative
Methods in org.orekit.propagation.relative that return TwoImpulseTransferModifier and TypeMethodDescriptionTwoImpulseTransfer.expressInFrame(Frame outputFrame) Converts all the PVT and ΔV vectors to the desired frame.static TwoImpulseTransferTwoImpulseTransfer.fromPVTAndVelocities(TimeStampedPVCoordinates pvt1BeforeMan, Vector3D v1AfterMan, TimeStampedPVCoordinates pvt2AfterMan, Vector3D v2BeforeMan, Frame frame) Creates a newTwoImpulseTransferobject from the given PVT before the first maneuver and after the second maneuver (on the initial and final orbits), as well as the velocity vectors after the first maneuver and before the second maneuver (on the transfer orbit). -
Uses of TwoImpulseTransfer in org.orekit.propagation.relative.clohessywiltshire
Methods in org.orekit.propagation.relative.clohessywiltshire that return TwoImpulseTransferModifier and TypeMethodDescriptionstatic TwoImpulseTransferClohessyWiltshireRendezVous.computeRendezVous(TimeStampedPVCoordinates chaserPVTInitial, TimeStampedPVCoordinates chaserPVTFinal, Frame chaserPVFrame, Orbit targetOrbit) Computes a two-impulse transfer between an initial and final positions using the Clohessy-Wiltshire closed-form solution. -
Uses of TwoImpulseTransfer in org.orekit.propagation.relative.yamanakaankersen
Methods in org.orekit.propagation.relative.yamanakaankersen that return TwoImpulseTransferModifier and TypeMethodDescriptionstatic TwoImpulseTransferYamanakaAnkersenRendezVous.computeRendezVous(TimeStampedPVCoordinates chaserPVTInitial, TimeStampedPVCoordinates chaserPVTFinal, Frame chaserPVFrame, Orbit targetOrbit, Propagator propagator) Computes a two-impulse transfer between an initial and final positions using the Yamanaka-Ankersen closed-form solution.