solenoidal
- adjective
- /ˌsɒlɪˈnɔɪdəl/
- Specialized
- In fluid dynamics, an incompressible flow is described as solenoidal because its divergence is zero.
Examples
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The magnetic field around a current-carrying wire is a classic example of a solenoidal vector field.
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An incompressible fluid has a solenoidal velocity field.
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Engineers often analyze solenoidal fields when studying electromagnetic phenomena.
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The solenoidal field is essential in electromagnetism.
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In fluid dynamics, an incompressible flow is described as solenoidal because its divergence is zero.
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The magnetic field around a current-carrying wire is a classic example of a solenoidal vector field.
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Engineers often analyze solenoidal fields when studying electromagnetic phenomena.
Surface Forms
Morphology
Etymology
Solenoidal comes from the word solenoid, which uses the Greek root solen meaning 'pipe' and the ending -oid meaning 'like'. Think of field lines running in closed, pipe-like loops with no beginning or end, so a solenoidal field has no net sources and its divergence is zero.