For the van der pol equation VAN DER POL and the LIENARD. The van der pol...

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For the van der pol equation VAN DER POL and the LIENARD. The van der pol system may be rewritten in state space form as ï+µ(x² − 1)x + x = 0 F(x) = µ²²² - µx Oxdot = F(x) + uy and Ydot = (iu)- x Oxdot = F(x) + uy and Ydot = (- i/u)x Oxdot = -F(x) + uy and Ydot = (iu)x all of the above For the van der pol equation VAN DER POL and the LIENARD. The van der pol system may be rewritten in state space form as ï+µ(x² − 1)x + x = 0 F(x) = µ²²² - µx Oxdot = F(x) + uy and Ydot = (iu)- x Oxdot = F(x) + uy and Ydot = (- i/u)x Oxdot = -F(x) + uy and Ydot = (iu)x all of the above

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The van der Pol equation describes the oscillations in a circuit with a nonlinear resistor It can ... View the full answer