Here is a plot of the numerical solution to the heat equation (in time and space) on the intervall [0,1] with known border value and initial value conditions using the Crank-Nicolson method.
If you should be interested; the calculations were done in Octave with the following files:
- main.m: main script
- f.m: initial values for t = 0
- g0.m: border values for x = 0
- g1.m: border values for x = 1
- G.m: function to calculate the vector G used in main.m.
Also, some credit should go to my friend Jens who helped me make the scripts, but if there are any mistakes they are obviously his.
Quest for quack
Andershoff.net is my blog, or webcomic if you like. I have been heading in the wrong general direction since 1987. Occasionally I take pictures, and I listen to music whenever I'm awake. Currently I study Industrial Mathematics at NTNU.More in the About section.
Comments (2)
Ble 'linket' hit av reklame på datasal i Realfagbygget. Flere fine bilder, god løsning av varmeledningslikninga, mange gode tegneserier.
hehe. gøy å høre at markedsføringen min bærer frukter, og glad bildene falt i smak :)