We apply dynamical system methods and Melnikov theory to study small amplitude perturbation of coupled nonlinear RLC systems. In particular we show persistence of such orbits connecting singularities in finite time provided a Melnikov like condition holds.
Melnikov theory for weakly coupled nonlinear RLC circuits / Battelli, Flaviano; Feckan, M.. - In: BOUNDARY VALUE PROBLEMS. - ISSN 1687-2770. - ELETTRONICO. - 2014:2014:101(2014), pp. 1-27. [10.1186/1687-2770-2014-101]
Melnikov theory for weakly coupled nonlinear RLC circuits
BATTELLI, Flaviano;
2014-01-01
Abstract
We apply dynamical system methods and Melnikov theory to study small amplitude perturbation of coupled nonlinear RLC systems. In particular we show persistence of such orbits connecting singularities in finite time provided a Melnikov like condition holds.File in questo prodotto:
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