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- W83358246 abstract "The objective of this chapter is to study autonomous nonlinear continuous-time systems in electronics. Such systems have no external inputs and therefore oscillation of these systems must occur at least for some values of system parameters. If this is not so, such a system will not exhibit chaos. Therefore a chaotic autonomous system is usually some kind of oscillator. We start off by discussing Shinriki’s circuit in Section 5.2. In essence Shinriki’s circuit is a modified Van der Pol oscillator. It was originally presented by Shinriki, Yamamoto and Mori as a circuit which exhibits a type of random waveform (see [728]). It is studied here mainly for Hopf bifurcations. Thereafter we give numerical results obtained by Freire et al. in [259] which show that Shinriki’s circuit exhibits chaos." @default.
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- W83358246 date "1997-01-01" @default.
- W83358246 modified "2023-09-25" @default.
- W83358246 title "Autonomous Systems in Electronics" @default.
- W83358246 doi "https://doi.org/10.1007/978-94-015-8921-5_5" @default.
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