Titlebook: IUTAM Symposium on Theoretical and Numerical Methods in Continuum Mechanics of Porous Materials; Proceedings of the I Wolfgang Ehlers Confe

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torical account of Vaise?ika thought and current status of V.The proposed book presents an overview of select theories in the classical Vaiśeṣika system of Indian philosophy, such as the concept of categories, creation and existence, atomic theory, consciousness and cognition. It also expounds in de

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B. A. Schrefler,H. W. Zhang with one another, people in­ tentionally, as well as unintentionally, emit cues which other people can use as a basis for generating inferences and forming impressions about them. As a rule, the informa­ tion that one receives about another person is complex, mutable, and multidimensional. Often, i

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Introduction to the Porous Media Theoryations concerning the fundamentals of the theory of porous media have revealed that in the last decade a consistent theory has been derived, consistent with the basic principles of continuum mechanics, in particular, the dissipation principles.

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Evolution of the Volume Fractions in Compressible Porous Mediafractions follows from the balance of mass, for mixtures with compressible constituents additional equations are required, which must be given constitutively. In the present contribution, an evolution equation is postulated and a related two-phase model is examined.

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Constitutive Relations for Thermo-elastic Porous Solids within the Framework of Finite Deformationsressible materials (J. = 0) the relation (8) takes on the form of the well-known law of Simo & Pister [4]. For incompressible materials (J. = n.), the displacement curves, see right Fig., of the law in question are almost identical with the curves calculated with the finite law of Ehlers & Eipper [5