Divergence: Flux, Coordinate Formulas, and Differential Identities
5 flashcards · 5 quiz questions · 5 match pairs · 5 fill-in sentences · English
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Summary
Divergence describes how a vector field behaves locally: does it spread outward, converge inward, or have balanced flow? This idea is useful for understanding fluids, gases, and other fields that transport something through space.
A vector field assigns a vector to every point in a region. The vectors may represent fluid velocity, for example. Divergence is a scalar quantity that measures the field's local tendency to alter volume around a point. In two dimensions, the corresponding measure concerns area.
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Based on the Wikipedia article Divergence, licensed CC BY-SA 4.0. Adapted into a summary, flashcards and quizzes.