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Jump in adiabatic invariant at a transition between modes of motion for systems with impacts
journal contributionposted on 2014-08-15, 09:40 authored by Igor Gorelyshev, Anatoly NeishtadtAnatoly Neishtadt
The one-dimensional motion of a particle between slowly moving reflecting walls in a slowly varying potential is considered. It is shown that standard adiabatic perturbation theory describes dynamics in the mode with impacts with the same accuracy as in the mode without impacts. An asymptotic formula for the jump of adiabatic invariant due to the change in mode of the motion is obtained.
- Mathematical Sciences
Pages661 - 676 (16)
CitationGORELYSHEV, I. and NEISHTADT, A., 2008. Jump in adiabatic invariant at a transition between modes of motion for systems with impacts. Nonlinearity, 21(4), pp.661-676.
Publisher© IOP Publishing Ltd and London Mathematical Society
- NA (Not Applicable or Unknown)
NotesThis item is Closed Access.