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.
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.
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Published
Mar 28, 2020
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