- Use the PDE toolbox in MATLAB to solve it. Take a look at example 1 here.
- Assuming you know your initial conditions and boundary conditions for your equation, ie what the system looks like at say r=0 and r=R at t=0. Then you could convert all the 1st derivatives (the temporal part) using a forward finite difference and then for the 2nd derivatives (spatial part) use the central difference method. Here's some nice documentation I found online that explains it. Here's also a video that shows this finite difference method but for the classic heat equation instead.
How can I solve partial differential equation
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Hassan Jamal
am 27 Feb. 2019
Kommentiert: Torsten
am 28 Feb. 2019
![Capture.PNG](https://www.mathworks.com/matlabcentral/answers/uploaded_files/206109/Capture.png)
I have this partial equation however i do not know how to solve it matlab. ive tried using the Linear Partial differential equation method however i could not be able to put it in the same format that was required.
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Asad Mirza
am 28 Feb. 2019
You have a couple of options:
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