Take the problem PDE BC: utt = 49uzz u(0,t) = u(5, t) = 0 IC: u(x,0) = x(5 - x), ut(x,0) = 0 Use the D'Alembert solution
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Take the problem PDE BC: utt = 49uzz u(0,t) = u(5, t) = 0 IC: u(x,0) = x(5 - x), ut(x,0) = 0 Use the D'Alembert solution
Take the problem PDE BC: utt = 49uzz u(0,t) = u(5, t) = 0 IC: u(x,0) = x(5 - x), ut(x,0) = 0 Use the D'Alembert solution (remember to make the function odd and periodic) to find u(1,0.01) = u(1, 100) = u(0.5, 10) = u(2.5, 10) = help (numbers) 0<x<5, t> 0
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