Problem

The equation of motion for the van der Pol oscillator isLet A = 1 and ω0 = 1. Solve this e...

The equation of motion for the van der Pol oscillator is

Let A = 1 and ω0 = 1. Solve this equation numerically, and make a phase-space plot of its motion. Let the motion evolve for 10 periods (1 period = 2π/ω0). Assume the following conditions.

(a)
(b)
(c, d) Repeat (a) and (b) with γ = 0.5. Does the motion exhibit a limit cycle? Describe it.

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Solutions For Problems in Chapter 3

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