2 videos in "Divergence Theorem"
Lecture 29: Applications and proof of the Divergence theorem
Lecture 29: Applications and proof of the Divergence theorem
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Part of video series Calculus 3 Course acquired through MIT OpenCourseWare
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Denis Auroux. 18.02 Multivariable Calculus, Fall 2007. (Massachusetts Institute of Technology: MIT OpenCourseWare). http://ocw.mit.edu (Accessed March 21, 2009). License: Creative Commons Attribution-Noncommercial-Share Alike.
A continuation of the previous lesson; applications and proof of the Divergence Theorem.
- Problem Set - A problem set with some problems from this lecture.
- Lecture Notes - Lecture Notes from this lesson.
- Transcript of Lesson - Written transcript from this lesson.
- What is the Divergence Theorem?
- What is are some applications of the Divergence Theorem?
- What are some applications of the Divergence Theorem?
- What does it mean for a region to be vertically simple?
- What is the diffusion equation?
Because the Divergence Theorem was just introduced and squeezed into the last few minutes of the last lecture, it is continued in this lesson with applications and a proof of the theorem. The explanation leads to the diffusion equation, which is a partial differential equation. The physical interpretation of the theorem and equation are explained also.
