In a geometrical framework for thermo-elasticity of continua with internal variables we consider a model of magnetizable media previously discussed and investigated by Maugin. We assume as state variables the magnetization together with its space gradient, subjected to evolution equations depending on both internal and external magnetic fields. We calculate the entropy function and necessary conditions for its existence.

A geometric model for magnetizable bodies with internal variables

RESTUCCIA, Liliana;ROGOLINO, Patrizia
2005-01-01

Abstract

In a geometrical framework for thermo-elasticity of continua with internal variables we consider a model of magnetizable media previously discussed and investigated by Maugin. We assume as state variables the magnetization together with its space gradient, subjected to evolution equations depending on both internal and external magnetic fields. We calculate the entropy function and necessary conditions for its existence.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11570/1704061
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