Idealized skins constituted by finitely many material particles.

E. Binz

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Interactions between subbodies for complex materials.

G. Capriz, G. Mazzini (1996)

Extracta Mathematicae

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Thermodynamics of monopolar continuum of grade $n$

Karel Bucháček (1971)

Aplikace matematiky

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Multipolar viscoelastic materials and the symmetry of the coefficients of viscosity

Miroslav Šilhavý (1992)

Applications of Mathematics

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The integral constitutive equations of a multipolar viscoelastic material are analyzed from the thermodynamic point of view. They are shown to be approximated by those of the differential-type viscous materials when the processes are slow. As a consequence of the thermodynamic compatibility of the viscoelastic model, the coefficients of viscosity of the approximate viscous model are shown to have an Onsager-type symmetry. This symmetry was employed earlier in the proof of the existence...