4) Solve Poisson problem for a=lı b=l ↑u (x₁b) = f₂(x) ty b (0₁4)=9₁(y) 0 Ou=f(x,y) u(a.y) = 9₂ (9) xx a u(x₁) = f(x) Figure 1. f(x,y) = sin2TX₁ f₁= £₂=0, 9₁=9₂=0 using one dimensional eigen function expansion. 1
4) Solve Poisson problem for a=lı b=l ↑u (x₁b) = f₂(x) ty b (0₁4)=9₁(y) 0 Ou=f(x,y) u(a.y) = 9₂ (9) xx a u(x₁) = f(x) Figure 1. f(x,y) = sin2TX₁ f₁= £₂=0, 9₁=9₂=0 using one dimensional eigen function expansion. 1
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:+) Solve Poisson problem for a=lı bal
ру
u(x₁b) = f₂(x)
Du= f(x,y)
u(0₁9)=9₁ (9)
b
0
u(a.y) = 9₂ (y)
>x
a
u(x₁) = f(x)
Figure 1.
f(x,y) = sin2TX₁ f₁ = £₂=0, 9₁=9₂=0
using
one dimensional eigen function expansion.
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