Give the solution of the Wiener-Hopf equations in matrix form.
Give the solution of the Wiener-Hopf equations in matrix form.
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[GET ANSWER] 7.6.16 (10 pts) (Amplitude of the van der Pol oscillator via Green's theorem) Here's another way to determine the radius of the nearly circular limit cycle of the van der Pol oscillator ẍ ϵẋ(x^2-1) x=0, in the limit ϵ≪ 1. Assume that the limit cycle is a circle of unknown radius a about the origin, and invoke the normal form of Green's theorem (i.e., the 2-D divergence theorem): ∮C𝐯·𝐧 d ℓ=∬A∇·𝐯 d Awhere C is the cycle and A is the region enclosed. By substituting 𝐯=𝐱̇=(ẋ, ẏ)
[GET ANSWER] 7.6.16 (10 pts) (Amplitude of the van der Pol oscil…
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