On 2+1-dimensional fibre-reinforced fluid motions: a magnetohydrodynamics nexus

Dmitry K. Demskoi; Colin Rogers; Wolfgang K. Schief

doi:10.1007/s00707-022-03303-6

On 2+1-dimensional fibre-reinforced fluid motions: a magnetohydrodynamics nexus

Dmitry K. Demskoi, Colin Rogers, Wolfgang K. Schief

University of New South Wales

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Abstract

An intrinsic geometric decomposition is applied to provide via a canonical third-order nonlinear equation a connection between 2+1-dimensional fibre-reinforced motions of a fluid and a magnetohydrodynamic system. A Lagrange-type parametrisation is introduced, whereby both geometric and algebraic properties of certain non-steady magnetohydrodynamic motions may be established.

Original language	English
Pages (from-to)	4047-4062
Number of pages	16
Journal	Acta Mechanica
Volume	233
Issue number	10
Early online date	01 Sept 2022
DOIs	https://doi.org/10.1007/s00707-022-03303-6
Publication status	Published - Oct 2022

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abstract = "An intrinsic geometric decomposition is applied to provide via a canonical third-order nonlinear equation a connection between 2+1-dimensional fibre-reinforced motions of a fluid and a magnetohydrodynamic system. A Lagrange-type parametrisation is introduced, whereby both geometric and algebraic properties of certain non-steady magnetohydrodynamic motions may be established.",

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On 2+1-dimensional fibre-reinforced fluid motions: a magnetohydrodynamics nexus

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