On a singular perturbation problem for rotating magnetic fluids (Q2367320)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On a singular perturbation problem for rotating magnetic fluids |
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On a singular perturbation problem for rotating magnetic fluids (English)
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9 August 1993
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Summary: As a singular counterpart to the Newton and Plateau equilibrium figures of rotating stars or drops, respectively, we investigate magnetizable drops rotating in weakly nonhomogeneous fields. Existence and uniqueness of a family of equilibrium figures near to the sphere are established.
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existence
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equilibrium figures
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magnetizable drops
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weakly nonhomogeneous fields
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uniqueness
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