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Approximate the solution u(x, t) = sin x os t to the problem described below. u u at x u(0, t) = u(n, t)

 

Approximate the solution u(x, t) = sin x os t to the problem described below. u u at x u(0, t) = u(n, t) = 0, t > 0, u(x,0) = sinx, (x,0) = 0, 0xn. x Use the Finite-Difference algorithm with a) h = b) h = = c) h= = 0

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a h and 005 Choose your own final time step t T 05 maybe do a h 01 and k 005 t 005 ux005 sin01xcos005t t 01 ux01 sin01xcos01t t 015 ux015 sin01xcos015... blur-text-image
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