Khan Academy Static

Stokes' theorem relates the line integral around a surface to the curl on the surface. This tutorial explores the intuition behind Stokes' theorem, how it is an extension of Green's theorem to surfaces (as opposed to just regions) and gives some examples using it. We prove Stokes' theorem in another tutorial. Good to come to this tutorial having experienced the tutorial on "flux in 3D".

6785_Orienting_boundary_with_surface.html

6783_Stokes_theorem_intuition.html

6790_Stokes_example_part_3.html

6787_Conditions_for_stokes_theorem.html

6786_Orientation_and_stokes.html

6784_Green_s_and_Stokes_theorem_relationship.html

6792_Evaluating_line_integral_directly_part_1.html

6791_Stokes_example_part_4.html

6793_Evaluating_line_integral_directly_part_2.html

6788_Stokes_example_part_1.html

6789_Stokes_example_part_2.html