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Solve the one-dimensional diffusion (or heat) equation (with diffusion constant equal to 1) subject to the boundary conditions Φ(0, t) = Φ(L, t) = 0_and_Φ(x,0) = Φο sin(3πx/L).

Solve the one-dimensional diffusion (or heat) equation (with diffusion constant equal to 1) subject to the boundary conditions Φ(0, t) = Φ(L, t) = 0_and_Φ(x,0) = Φο sin(3πx/L).

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16. Solve the one-dimensional diffusion (or heat) equation (with diffusion constant equal to 1) subject to the boundary conditions Φ(0, t) = Φ(L, t) = 0_and_Φ(x, 0) = Φο sin(3πx/L).
Transcribed Image Text:16. Solve the one-dimensional diffusion (or heat) equation (with diffusion constant equal to 1) subject to the boundary conditions Φ(0, t) = Φ(L, t) = 0_and_Φ(x, 0) = Φο sin(3πx/L).
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