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Titlebook: Continuous Media with Microstructure 2; Bettina Albers,Mieczysław Kuczma Book 2016 Springer International Publishing Switzerland 2016 Comp

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Dan Ferrand-Bechmann,Axel Murswiecke both processes. Since energy is conserved in elastic deformation and heat conduction is always dissipative, the generalization of classical elasticity theory and classical heat conduction is performed differently. It is shown in the paper that a hyperbolic evolution equation for microtemperature c
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Robbie Gilligan,Noreen Kearney,Walter Lorenzstribution function which satisfies the Boltzmann equation. In a manner of speaking these balance equations describe a continuum and the elements of its microstructure are the moments. There are infinitely many moments and for rapidly changing processes with steep gradients they are all needed. Howe
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Ulrich von Alemann,Rolf G. Heinzeve propagation in elastic media. Even if the model does not contain a hysteresis operator, the effect of hysteresis in the capillary pressure curve is accounted for. The two processes drainage and imbibition are investigated separately and the limit values of material parameters and acoustic propert
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https://doi.org/10.1007/978-3-322-83988-6cro-polar continuum description. The change of the grading of the grain sizes caused by grain damage is taken into account in a simplified manner by a reduction of the mean grain diameter, which is embedded in the constitutive model as an internal length. It is assumed that a reduction of the mean g
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