Lesson Objectives
Understand and apply the Divergence theorem, an extension the flux form of Green’s Theorem to evaluate surface integrals in three dimensions.
Lesson Content
- Divergence Theorem (Part 1 & 2) (MathisPower)
- Divergence Theorem of Gauss (Tisdell)
- Flux and the Divergence Theorem (MIT)
Lesson Readings
- Paul’s Online Notes
- The Idea Behind the Divergence Theorem (MathInsight)
- Proof of the Divergence Theorem (Hawaii)
Lesson Practice Exercises/Activities
- Divergence/Stokes’ Example Problem
- Explanation, Examples, and Problems with Solutions (Whitman)
- Worked examples (MathInsight)
- Problems with Solutions (Harvard)