Mastering Boundary Value Problems in PDEs: Solving Steady-State Heat Equations 🔥
Learn how to apply separation of variables to solve boundary value problems in partial differential equations, with a practical example of steady-state heat distribution in a metal plate.
Sam Gralla
25.3K views • Mar 28, 2020
About this video
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.
Created for PHYS 204 (undergraduate math methods) at the University of Arizona, Spring 2020.
Video Information
Views
25.3K
Likes
423
Duration
20:42
Published
Mar 28, 2020
User Reviews
4.6
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