Laplace Equation in a Cylinder, Modified Bessel Functions, Example #7 [MATH-241] [PDEs]

The seventh video in a series about solving the Laplace Equation on various types of surfaces. In this video, we model the Laplace Equation inside a cylinder with homogenous boundary conditions on the bottom and top, giving rise to modified Bessel functions.
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Hey! My name is John, and I am a student at UPenn studying Biochem, Biophysics, and Econ. I am a TA for MATH-241 (Partial Differential Equations), and I am hoping my videos help you excel in this class!