del
- noun
- /dɛl/
- Specialized
- In vector calculus, the symbol del represents various differential operations.
Examples
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We just need to change out this del Z del W term for a del Z del B.
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Let's take the divergent of the magnetic field del dot B.
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So to get from X to S, it's del X del S.
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Then the symbol for the curl is del cross E.
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So it'll be del W, del X, del W del X.
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We don't have any integrals left as negative del squared Phi.
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To compute the gradient, we use the del operator on the function.
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The del operator can express the divergence of a vector field.
Compounds
A group of islands at the southern tip of South America divided between Chile and Argentina
A small independent city inside Rome where the Pope lives and the Catholic Church has main buildings
A mountain peak in the Andes of Argentina that rises about 6,400 meters above sea level
A volcano in the Andes on the Argentina and Chile border that is the world's highest active volcano
A town near Oaxaca in southern Mexico known for a very large, very old tree
Surface Forms
Etymology
Del in math is the short name for the small triangle symbol ∇ used in vector calculus to find how a field changes, like the gradient or divergence. A helpful way to remember it is to think of del as linked to derivative or 'difference', because it measures 'change' in space.