A uniform string of length L is tied at both ends. The string is held at x = at h units above the x - axis. Starting at
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A uniform string of length L is tied at both ends. The string is held at x = at h units above the x - axis. Starting at
A uniform string of length L is tied at both ends. The string is held at x = at h units above the x - axis. Starting at t=0, the string is released from rest. Model the vibrations of the string u(xt) at distance x from the left and for any given time t > 0, as a boundary value problem. Solve the boundary value problem. Assume L =1, a = 1, h=1. Plot the first nonzero 6 terms of your solution for t 0.1 k, k = 0,1,2
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