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Differential Equations
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Solve the following diffusion problem. Ut=4Uxx U(0,t)=0 U(3,t)=0 U(x,0)=sin(2pix/3)-2sin(pix)+7sin(5pix/3)
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\[u _{t}=4u _{xx}\]
\[u(0,t)=0 , u(3,t)=0\]
\[u(x,0)=\sin(\frac{ 2 \pi x }{ 3 })-2\sin(\pi x)+7\sin(\frac{ 5 \pi x }{ 3 })\]
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