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Homework Statement
Formally solve the following boundary value problem using Fourier Transforms.
Homework Equations
(\partial^{2}u/\partialx^{2})+(\partial^{2}u/\partialy^{2}) = 0
(-\infty<x<\infty,0<y<1)
u(x,0)= exp^{-2|x|}
(-\infty<x<\infty)
u(x,1)=0
(-\infty<x<\infty)
u(x,y)\rightarrow 0 uniformaly in y as |x| \rightarrow\infty
The Attempt at a Solution
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