A class of stable energy minimisers for the rotating drop problem

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Authors

Wilkin-Smith, Nigel

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Academic Press

Abstract

We implement variational techniques and an implicit function theorem to derive constraints on angular velocity under which we may verify the existence, boundary regularity, and stability of an energy-minimising family of rotating liquid drops in a neighbourhood of the closed unit ball in Rn + 1.

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Journal of Mathematical Analysis and Applications

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Restricted until

2037-12-31