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SIMPLE SOLID REGIONS. A region E is called a simple solid region if it is simultaneously of types 1, 2, and 3. (For example, regions bounded by ellipsoids or rectangular boxes are simple solid regions.) Note that the boundary of E is a closed surface. We use the convention that the positive orientation is outward, that is, the unit normal vector n is direction outward from E..
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1. Section 17.9 The Divergence Theorem
2. SIMPLE SOLID REGIONS
3. THE DIVERGENCE THEOREM
4. EXAMPLES
5. EXAMPLES (CONTINUED)
6. AN EXTENSION
7. FLUID FLOW
8. FLUID FLOW (CONTINUED)
9. FLUID FLOW (CONCLUDED)