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Titlebook: Continuum Micromechanics; P. Suquet Book 1997 Springer-Verlag Wien 1997 damage.dynamics.mechanics.micromechanics.transformation

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Hypothesen zu Konflikt und Verhandlung, mechanical loads and internal transformation fields, such as eigenstrains and eigenstresses, on the overall response and internal stress fields in heterogeneous solids. The transformation field analysis method relates the internally generated, piecewise uniform distributions of eigenstrains or eige
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Verhandlung und Verhandlungstheorie,limit-analysis of a typical elementary volume in a porous material, namely a hollow sphere subjected to conditions of arbitrary homogeneous boundary strain rate. The first extension envisaged consists in considering a more general geometry, namely a spheroidal volume containing some spheroidal confo
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https://doi.org/10.1007/978-3-531-90096-4relate certain methods that have been developed over the past 10 years for estimating the effective, homogenized or overall constitutive behavior of composite materials with nonlinear constituents. In addition to their ability to handle . nonlinearity, these homogenization methods have also been ext
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Hypothesen zu Konflikt und Verhandlung,or of their individual constituents and from statistical information about their microstructure. Secant methods are discussed in section 2. A modified method based on the second-order moment of the strain field is proposed and compared with the classical secant method in specific situations, composi
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Verhandlung und Verhandlungstheorie,al information on the statistical distribution of the constituent phases of the considered random inhomogeneous materials is available..The first chapter briefly reports the main classical ways to use such an information in the context of linear elasticity for the derivation of bounds and estimates;
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Book 1997This book presents the most recent progress of fundamental nature made in the new developed field of micromechanics: transformation field analysis, variational bounds for nonlinear composites, higher-order gradients in micromechanical damage models, dynamics of composites, pattern based variational bounds.
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https://doi.org/10.1007/978-3-7091-2662-2damage; dynamics; mechanics; micromechanics; transformation
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