Partial Differential Equations - III. Boundary Value Problems
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- Опубліковано 11 вер 2024
- I show how separation of variables can be used to solve boundary value problems, using an example of the temperature in a metal place (the steady state heat equation, aka the Laplace equation).
Created for PHYS 204 (undergraduate math methods) at the University of Arizona, Spring 2020.
Thank you for a clear and concise video! It's a privilege to take your class in person!!
Thanks for this video, the concept is so damn interesting!
This helped so much! Thank you
Great video! Thank you sir.
appreciate you
Thanks for the videos. Have you done a video on cannonical forms?
this dude looks like marty macfly
Well done!
Very great. Thank you ....
If f(x,y)=x*y=constant where f function x,y but constant, what is df/dx? (df/dx is partial derivative). Is df/dx=0 or df/dx=y?
kindly post the link about solving Cn. Thanks!
Nice lecture. Can I have your contact?
Thanks gordon ramsay