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THE DISCRETE VAN DER PAUL OSCILLATOR: FINITE DIFFERENCES AND SLOW AMPLITUDES

For sampling of time in a differential equation of movement of van der Pol oscillator (generator) it is offered to use a combination of the numerical method of finite differences and the asymptotic method of the slowl-changing amplitudes. The difference approximations of temporal derivatives are selected so that, first, to save conservatism and natural frequency of the linear circuit of self-oscillatory system in the discrete time.