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Use d'Alembert's principle to develop the equation of motion of the system shown in the figure below. Write the expression for \omega_n, \xi and the frequency response function (amplitude and phase).
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![SOLVED: Problem 3. [D'Alembert formula; energy density of the wave] Consider the following initial value problem for the wave equation on R: utt(r,t) = cus(r,t) eR u(z,0) = arctan f "(1,0) Solve](https://cdn.numerade.com/ask_images/339545c188094be4be8ea6a8382a994b.jpg "SOLVED: Problem 3. [D'Alembert formula; energy density of the wave] Consider the following initial value problem for the wave equation on R: utt(r,t) = cus(r,t) eR u(z,0) = arctan f \"(1,0) Solve")
SOLVED: Problem 3. [D'Alembert formula; energy density of the wave] Consider the following initial value problem for the wave equation on R: utt(r,t) = cus(r,t) eR u(z,0) = arctan f "(1,0) Solve
D'Alembert solution for one dimensional wave equation - YouTube
