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- W2188188051 abstract "In this paper we present a new canonical piecewise-linear circuit capable of realizing every member of the Chua's circuit family (6). It contains only six two-terminal elements: five of them are linear resistors, capacitors, and inductors, and only one element is a three-seg- ment piecewise-linear resistor. It is canonical in the sense that (1) it can exhibit all possible phenomena associated with any three-region sym- metric piecewise-linear continuous vector fields, including those defined in (I) and in (2), and more; and (2) it contains the minimum number of circuit elements needed for such a circuit. Using this circuit, we proved a theorem that specifies the constraint continuous vector field having three equilibrium points. This theorem has an explicit physical meaning and unifies the corresponding theorem in (I) and (2). We also present some computer simulation results of this circuit, including some new attractors that have not been observed before. > 3 on the types of eigenvalue patterns associated with a piecewise-linear" @default.
- W2188188051 created "2016-06-24" @default.
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- W2188188051 date "1990-01-01" @default.
- W2188188051 modified "2023-09-27" @default.
- W2188188051 title "Canonical Realization of Chua's Circuit Family" @default.
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