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- W2803144566 abstract "In this paper, the chaotic phenomena are outlined in a class of simple NRO (negative resistanceoscillator) or NCO (negative conductance oscillator) equivalently. Compared to most chaotic electronicschemes encountered in nonlinear dynamic systems theory and practice, the proposed class of chaoticcircuits consists of simple piecewise linear NRO/NCO, involving a minimum number of building componentsand dynamic states. The feasibility of relevant chaotic phenomena is proven from the existence of their VanDer Pol dynamic models according to the least square estimation principle. Then, despite the simplicity ofthe 2nd order NRO/NCO, a relevant parameterization strategy associated with virtual simulation techniques,are used as key exploration means for creating relevant chaotic phenomena. Therefore, new strange chaoticattractors with 2D/3D shapes are created and presented. Moreover, a comparative study with a sample ofexisting chaotic NRO/NCO schemes, show that the proposed class of chaotic NRO/NCO is optimal since itprovides minimum building constituents and lower dynamic order, while offering a new palette of chaoticattractors with great topological strangeness." @default.
- W2803144566 created "2018-06-01" @default.
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- W2803144566 date "2018-01-01" @default.
- W2803144566 modified "2023-09-26" @default.
- W2803144566 title "Novel Chaotic Strange Phenomena in Piecewise Linear Negative Resistance/Conductance L-C Oscillators : Feasibility Study and Virtual Simulation" @default.
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