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Lamb–Chaplygin dipole

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Lamb–Chaplygin dipole

exact solution to the two-dimensional Euler equations

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About Lamb–Chaplygin dipole

The Lamb–Chaplygin dipole model is a mathematical description for a particular inviscid and steady dipolar vortex flow. It is a non-trivial solution to the two-dimensional Euler equations. The model is named after Horace Lamb and Sergey Alexeyevich Chaplygin, who independently discovered this flow structure. This dipole is the two-dimensional analogue of Hill's spherical vortex.

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Facts from Wikidata (CC0). Image by J. Antoon van Hooft via Wikimedia Commons (CC0).