Equations of thermomechanics of fluid-saturated porous media with viscoelastic micropolar skeleton (Q1093424)

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scientific article; zbMATH DE number 4022817
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English
Equations of thermomechanics of fluid-saturated porous media with viscoelastic micropolar skeleton
scientific article; zbMATH DE number 4022817

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    Equations of thermomechanics of fluid-saturated porous media with viscoelastic micropolar skeleton (English)
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    1987
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    A theory of fluid-saturated porous media is formulated with the assumption that the skeleton is viscoelastic and has properties of the micropolar body in Cosserats' sense. The local temperature of the skeleton and the fluid was assumed to be identical. Constitutive relations were obtained from the fundamental principles of mechanics and thermodynamics, and equations of motion and heat conductivity are given. It is demonstrated that the well-known equations of micropolar thermoelasticity are a particular case of the formulated theory.
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    fluid-saturated porous media
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    skeleton is viscoelastic
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    micropolar body
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    Cosserats' sense
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    Constitutive relations
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    equations of motion
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    heat conductivity
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    micropolar thermoelasticity
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