Exploring 3c 16 3 Part 5
Let's dive into the details surrounding 3c 16 3 Part 5.
- Curl of a conservative vector field is 0 (the zero vector).
- Defining a smooth parametrization and the principal unit normal vector.
- We calculate the divergence of an inverse square field.
- Using the divergence theorem to figure out what the divergence is actually measuring.
- Same problem as the last 2 videos---done a THIRD way!!
In-Depth Information on 3c 16 3 Part 5
The test for a conservative vector field. We work through the test in 2-space; there is a similar test in Divergence. We look at curl of an inverse square field in The del operator and curl and divergence of a vector field in
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That wraps up our extensive overview of 3c 16 3 Part 5.
