Titlebook: Analysis and Thermomechanics; A Collection of Pape Bernard D. Coleman,Martin Feinberg,James Serrin Book 1987 Springer-Verlag Berlin Heidelb

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Hydrodynamic Flow with Steady and Preserved Vorticity,serving motions. According to . vorticity formula ([1], p. 173), the vector ... is preserved at all material particles in a circulation-preserving motion, where co is the present vorticity, . is the deformation gradient relative to a fixed initial configuration, and . ≡ det . = 1 in an isochoric mot

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FLAT

Continua with Latent Microstructure,ontinua with voids, liquid crystals, multipolar media, .. The elementary background which supports the proposal was described at length in a course of lectures [2] at the Banach Institute, Warsaw, and reported later in a paper [3]. Further arguments in favour of the model can be found in [4], where,

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Algebraic Theories for Continuous Semilattices,for a comprehensive survey of continuous lattices and related topics. In some applications, . in K. . study of compact convex sets in locally convex topological vector spaces [2], continuous sup semilattices have been useful.

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On Shear Bands in Ductile Materials,ve rateindependent response and, after a certain amount of plastic flow, exhibit strain softening, ., a decline of yield stress with further flow. As strain softening can destabilize homogeneous configurations and result in the concentration of strain in narrow bands, the constitutive relations have