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Question
Hi, I'm trying to solve the heat eq using the explicit and implicit methods and I'm having trouble setting up the initial and boundary conditions.The equation is : du/dt=d^2u/dx^2, initial condition u(x,0)=x, boundary conditions u(0,t)=1 du/dx(1,t)=1
The heat equation I am trying to solve looks like this du/dt=d^2u/dx^2 initial condition u(x,0)=x boundary conditions ...
7 years ago | 3 answers | 0
3
answersQuestion
how to store each value of T0 in a matrix of order (l,240)?
for t=b:dt:240 for x=a:dx:l for n=d:dn:5 cn=(2/n*pi)*(((40/n*pi)*(sin(n*pi)))-(40*cos(n*pi)))...
8 years ago | 1 answer | 0
