Analytical Study of a MLC Circuit with Quasiperiodic Forcing

G. Sivaganesh

《Chinese Journal of Physics》 預刊文章 Pp. 1-10

https://doi.org/10.6122/CJP.20140901B

並列摘要

A MLC circuit is the simplest second order non-autonomous nonlinear circuit exhibiting chaos. The strange nonchaotic attractor behaviour of the circuit when subjected to quasiperiodic forcing is studied both analytically and experimentally. An explicit analytical solution for a system exhibiting strange nonchaotic attractor behaviour in its dynamics is presented here for the first time, with phase portraits showing the Haggey Hammel and fractalization routes to chaos.