The evolution of laminates in finite crystal plasticity: a variational approach

From MaRDI portal
Publication:367909

DOI10.1007/s00161-010-0174-5zbMath1272.74081OpenAlexW2022337992WikidataQ107453502 ScholiaQ107453502MaRDI QIDQ367909

Klaus Hackl, Dennis M. Kochmann

Publication date: 17 September 2013

Published in: Continuum Mechanics and Thermodynamics (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/s00161-010-0174-5




Related Items (27)

An Incremental Strategy for Modeling Laminate Microstructures in Finite Plasticity – Energy Reduction, Laminate Orientation and Cyclic BehaviorStrain gradient plasticity modeling and finite element simulation of Lüders band formation and propagationNumerical Algorithms for the Simulation of Finite Plasticity with MicrostructuresVariational Modeling of Slip: From Crystal Plasticity to Geological StrataRate-Independent versus Viscous Evolution of Laminate Microstructures in Finite Crystal PlasticityVariational Gradient Plasticity: Local-Global Updates, Regularization and Laminate Microstructures in Single CrystalsVariational Approaches and Methods for Dissipative Material Models with Multiple ScalesEnergy Estimates, Relaxation, and Existence for Strain-Gradient Plasticity with Cross-HardeningMicrostructure in Plasticity, a Comparison between Theory and ExperimentMicrostructural pattern formation in finite-deformation single-slip crystal plasticity under cyclic loading: relaxation vs. gradient plasticityThermodynamic dislocation theory: finite deformationsThe energy criterion for deformation banding in ductile single crystalsAnalytical and numerical relaxation results for models in soil mechanicsIncremental work minimization algorithm for rate-independent plasticity of single crystalsOn the existence of minimisers for strain‐gradient single‐crystal plasticityNumerical energy relaxation to model microstructure evolution in functional magnetic materialsCrystal plasticity algorithm based on the quasi‐extremal energy principleExistence, numerical convergence and evolutionary relaxation for a rate-independent phase-transformation modelAn adaptive relaxation algorithm for multiscale problems and application to nematic elastomersVariational methods for the modelling of inelastic solids. Abstracts from the workshop held February 4--10, 2018Partially relaxed energy potentials for the modelling of microstructures - application to shape memory alloysGeneration and evolution of inelastic microstructures - an overviewDeformation patterning in finite-strain crystal plasticity by spectral homogenization with application to magnesiumFinite element procedure and simulations for a multiphase phase field approach to martensitic phase transformations at large strains and with interfacial stressesRelaxation in crystal plasticity with three active slip systemsRelaxation of the single-slip condition in strain-gradient plasticityA model for the evolution of laminates in finite‐strain elastoplasticity



Cites Work


This page was built for publication: The evolution of laminates in finite crystal plasticity: a variational approach