Reference no: EM131194104
Random Diffusion
The coding for assignment should graph like a mountain while (like a bulge) and settling flat over time.
Based on below class notes, please provide the following:
1) Graph (IF you can, show the graph settling over time; can it have colors).
2) Please provide the variables and values in a word.doc
3) Provide all relevant equations ( save as word.doc)
4) *** Important*** Describe how you solved the equation. (ex: If you are solving differential equation, describe Euler Method showing how it was simplified by using Taylor approximation.).
5). The stability of the numerical method (ex: if you change the delta or delta x, does your result change.) Change something and see the effect it has.
Please save all above separately so that I can follow it, and add comments to coding so that I can understand and explain it.
Attachment:- Random Diffusion.pdf
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