Titlebook: IUTAM Symposium on Computational Mechanics of Solid Materials at Large Strains; Proceedings of the I Christian Miehe Conference proceedings

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Pulling Phase-Transforming Bars: A Three-Dimensional Viewpointing internal stresses. The aim of this paper is to contribute to the development of a fully three-dimensional perspective on the essentially one-dimensional geometry of a stretching experiment on a bar, through the case study of stretched sheets of nematic elastomers.

Discrete

含糊其辞

Computational Homogenization of Materials with Microstructures based on Incremental Variational Formzation principle for the local constitutive material response we define a minimization problem for the incremental boundaryvalue problem of standard dissipative solids. The existence of this principle allows the determination of micro-structure developments in non-stable dissipative materials based

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幻影

Localized Plastic Flow in Single Crystals: A Nonlocal Analysiserial is characterized by the nonlocal crystal plasticity theory of Acharya and Bassani [1]. This nonlocal theory preserves the classical structure of boundary value problems. Hence, implementation into a conventional single crystal finite element code is straightforward. The plane strain tension bo

Cursory

Continuum Thermodynamic Modeling and Simulation of Additional Hardening due to Deformation Incompatirystals and polycrystals including the possible effects of incompatibility in the local inelastic deformation on this behavior. In particular, attention is focused here on additional hardening caused by the production of additional dislocations (i.e., geometrically-necessary dislocations) accommodat

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Objective Rates in Finite Elastoplasticityf objective rates, how to choose suitable ones has been one of the crucial points in finite elastoplasticity. It is realized that the foregoing composite formulation of elastoplasticity should fulfill certain criteria in order to avoid inconsistencies or contradictions.

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