Explore the powerful mathematical concepts of Stokes' Theorem and Green's Theorem in this 24-minute video lecture. Delve into the fundamental principles of mathematical physics, learning how to quantify vector field circulation and rotation through curl integration. Begin with an overview of Stokes' Theorem, then progress to Green's Theorem and its geometric explanation. Examine practical examples and discover how Green's Theorem can be applied to compute land areas. Gain valuable insights from Steve Brunton, a respected educator in the field, as he breaks down these complex theorems into understandable components.
Overview
Syllabus
Stoke's Theorem Overview
Green's Theorem
Geometric Explanation
Examples
Green's Theorem to Compute Land Areas
Taught by
Steve Brunton
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