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General moment invariants for linear Hamiltonian systems
80
Citations
14
References
1992
Year
Hamiltonian TheoryHamiltonian SystemsParticle DistributionProbability TheoryHamiltonian SystemLie Point SymmetryGeneral Moment Invariants
This paper studies the behavior of the moments of a particle distribution as it is transported through a Hamiltonian system. Functions of moments that remain invariant for an arbitrary linear Hamiltonian system are constructed. These functions remain approximately invariant for Hamiltonian systems that are not strongly nonlinear. Consequently, they can be used to characterize the degree of nonlinearity of the system.
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