On the low-Reynolds-number motion of a non-conducting particle in uniform electric and magnetic fields

Abstract : We present the formulation and the numerical implementation of a new boundary approach that permits us to compute the rigid-body motion of an arbitrarily-shaped, freely-suspended and non-conducting particle immersed in a liquid metal under the action of prescribed and uniform ambient electric and magnetic fields E and B. The paper describes the advocated numerical strategy and discusses preliminary benchmarks against the analytical solution obtained elsewhere for an ellipsoidal particle. The case of an insulating pear-shaped particle, which may experience both translation and rotation, is also briefly addressed. Tables 3, Figs 1, Refs 9.
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Article dans une revue
Magnetohydrodynamics c/c of Magnitnaia Gidrodinamika, Institute of Physics, University of Latvia, 2003, 39 (3), pp.259-266
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Soumis le : vendredi 18 juillet 2014 - 15:35:22
Dernière modification le : jeudi 10 mai 2018 - 02:03:33

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  • HAL Id : hal-01025869, version 1

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Antoine Sellier. On the low-Reynolds-number motion of a non-conducting particle in uniform electric and magnetic fields. Magnetohydrodynamics c/c of Magnitnaia Gidrodinamika, Institute of Physics, University of Latvia, 2003, 39 (3), pp.259-266. 〈hal-01025869〉

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