Solve the boundary value problem described by PDE: u„ - c?u = 0, OSxS1,120 BCs: u(0, t) =u (1, t)= 0, t20 ICs: u(x,0) =10 sin (7x/l), u, (x, 0) = 0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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This question is from the subject "Partial Differential Equation"
Solve the boundary value problem described by
PDE: u„ - c?u =0,
U
0sxs1,t20
BCs: u(0, t) =u (1, t)=0,
t20
ICs: u(x,0) =10 sin (tx/l),
OSxsl
и, (х, 0) — 0
Transcribed Image Text:Solve the boundary value problem described by PDE: u„ - c?u =0, U 0sxs1,t20 BCs: u(0, t) =u (1, t)=0, t20 ICs: u(x,0) =10 sin (tx/l), OSxsl и, (х, 0) — 0
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