Classical Dynamics of Particles and Systems · Problem 3-29

Nonlinear Oscillations and Chaos — Marion & Thornton

Physics — Mechanics · fourier-series

Problem

Obtain the Fourier series representing the function F(t)={0,−2π/ω<t<0sin⁡ωt,0<t<2π/ωF(t) = \begin{cases} 0, & -2\pi/\omega < t < 0 \\ \sin\omega t, & 0 < t < 2\pi/\omega \end{cases}

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