Uses of Interface
org.orekit.propagation.conversion.osc2mean.MeanTheory
Packages that use MeanTheory
Package
Description
This package provides the ability to convert osculating orbits into mean orbits
according to different theories (Brouwer-Lyddane, Eckstein-Hechler, SGP4/SDP4,
DSST) with different conversion algorithms (fixed-point, least-squares).
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Uses of MeanTheory in org.orekit.propagation.conversion.osc2mean
Classes in org.orekit.propagation.conversion.osc2mean that implement MeanTheoryModifier and TypeClassDescriptionclassBrouwer-Lyddane theory for osculating to mean orbit conversion.classDSST theory for osculating to mean orbit conversion.classEckstein-Hechler theory for osculating to mean orbit conversion.classTLE, i.e.Methods in org.orekit.propagation.conversion.osc2mean that return MeanTheoryModifier and TypeMethodDescriptionFixedPointConverter.getMeanTheory()Gets the theory defining the mean orbit.LeastSquaresConverter.getMeanTheory()Gets the theory defining the mean orbit.OsculatingToMeanConverter.getMeanTheory()Gets the theory defining the mean orbit.Methods in org.orekit.propagation.conversion.osc2mean with parameters of type MeanTheoryModifier and TypeMethodDescriptionvoidFixedPointConverter.setMeanTheory(MeanTheory meanTheory) Sets the theory defining the mean orbit.voidLeastSquaresConverter.setMeanTheory(MeanTheory meanTheory) Sets the theory defining the mean orbit.voidOsculatingToMeanConverter.setMeanTheory(MeanTheory theory) Sets the theory defining the mean orbit.Constructors in org.orekit.propagation.conversion.osc2mean with parameters of type MeanTheoryModifierConstructorDescriptionFixedPointConverter(MeanTheory theory) Constructor.FixedPointConverter(MeanTheory theory, double threshold, int maxIterations, double damping) Constructor.LeastSquaresConverter(MeanTheory theory) Constructor.LeastSquaresConverter(MeanTheory theory, LeastSquaresOptimizer optimizer) Constructor.LeastSquaresConverter(MeanTheory theory, LeastSquaresOptimizer optimizer, double threshold, int maxIterations) Constructor.