Potential from Boundary Conditions - Computational Electromagnetism

This course teaches learners how to apply the method of finite differences to Poisson's equation to find an electric potential from boundary conditions in Computational Electromagnetism. The goal is to understand how to use computational tricks to solve for electric and magnetic potentials in electromagnetism problems. The course covers topics such as Poisson's Equation, Problem Recap, Transformation, Grid, The Trick, The Solution, Defining Charge Density, Python Code, Target Accuracy, and Graphing Results. The teaching method involves practical demonstrations and coding examples. This course is intended for individuals interested in computational physics, electromagnetism, and programming.