Exploring 3c 16 8 Part 4
Let's dive into the details surrounding 3c 16 8 Part 4.
- We finish the problem started in the last video.
- Using Stokes' theorem to understand what curl means.
- We work out an example, calculating a work integral as a line integral---in the next 2 videos we'll do the same problem using ...
- Parametrizing cylindrical surfaces and surfaces of revolution.
- We prove that inverse square fields are conservative (true in n-space; we prove it in 2-space) and talk a little about flow lines.
In-Depth Information on 3c 16 8 Part 4
Same problem as the last video, this time as a surface integral. Same problem as the last 2 videos---done a THIRD way!! Another example of an integral we'll do as both a line integral (this video) and a surface integral (the next video). Same problem as last video, done as a surface integral.
Stokes' theorem and conservative vector fields.
That wraps up our extensive overview of 3c 16 8 Part 4.
