Скачать или смотреть Electromagnetics | 3-2: Divergence and Gauss' Law part 2 | Purdue University

Immerse yourself in the world of electromagnetics with Professor Michael Melloch from Purdue University's School of Electrical and Computer Engineering. In this video, Professor Melloch breaks down the mechanics of working with Cartesian coordinates. He'll guide you through the process of calculating the electric flux density field at the center of a cube and how that field changes along the x, y, and z axes. This information will help in estimating the electric flux density on a cube's six faces. By adding up the integral of D.D.S on these faces, dividing by delta v, and taking the limit as delta z approaches zero, you'll learn how to perform divergence operations in Cartesian coordinates. The final part of the video discusses the derivation of the second and third lines from the results.

This video is part of Professor Melloch's Electromagnetics course available on this channel from Purdue University Online. Subscribe now to follow more content from him and other expert professors at Purdue University.

To take courses similar to this one, visit Purdue University Online at online.purdue.edu.