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solving partial differential equation(heat equation) using finite cosine fourier transform
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aows61
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Fri 25 Aug, 2017 10:18 am
Hello gents,
can you help solving this problem?
the problem is:
dû/duˆ2 =du/dt
subject to the following Initial and boundary conditions:
u(x,0)=0
(first derivative) >> Ux(0,t)=0
U(L,t)=u1
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Type: Discussion • Score: 0 • Views: 202 • Replies: 1
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emmett grogan
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Fri 25 Aug, 2017 02:03 pm
@aows61,
http://people.math.gatech.edu/~herod/conted/M20.pdf
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