Introduction to 3c 16 9 Part 1
Exploring 3c 16 9 Part 1 reveals several interesting facts. We state the Divergence Theorem and see how it can simplify problems when a boundary surface comes in lots of pieces.
3c 16 9 Part 1 Comprehensive Overview
We start an example in which we calculate flux 2 ways: using the divergence theorem to do a triple integral and using the ... We introduce vector fields with the help of Sniffles the Bear. We continue with Gauss's law, finishing the proof, pending a more rigorous explanation (in the next video) of why it works to have ...
We begin to look at an informal argument (courtesy of a great book: Div, grad, curl and all that by h.m. schey) for why the two ...
Summary & Highlights for 3c 16 9 Part 1
- We finish our explanation of Gauss's law, showing why it's ok to treat the boundary of our region as a 2-
- An example of the Divergence Theorem applied on a sphere.
- We start one last example (extends through videos 13-15) calculating flux as both a surface integral and (using the Divergence ...
- We finish the problem started in the last 2 videos.
- We finish the problem started in the last video.
Stay tuned for more updates related to 3c 16 9 Part 1.
