The free energy of mixing for \(n\)-variant martensitic phase transformations using quasi-convex analysis
From MaRDI portal
Publication:700964
DOI10.1016/S0022-5096(02)00009-1zbMath1116.74399OpenAlexW4247424088WikidataQ59902054 ScholiaQ59902054MaRDI QIDQ700964
Sanjay Govindjee, Garrett J. Hall, Alexander Mielke
Publication date: 16 October 2002
Published in: Journal of the Mechanics and Physics of Solids (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/s0022-5096(02)00009-1
Related Items
Modelling of microstructure and its evolution in shape-memory-alloy single-crystals, in particular in CuAlNi, Thermodynamic and relaxation-based modeling of the interaction between martensitic phase transformations and plasticity, On evolving deformation microstructures in non-convex partially damaged solids, Approximation in multiscale modelling of microstructure evolution in shape-memory alloys, A Gibbs-energy-barrier-based computational micro-sphere model for the simulation of martensitic phase-transformations, Weak Lower Semicontinuity of Integral Functionals and Applications, Numerical energy relaxation to model microstructure evolution in functional magnetic materials, Nonsmooth analysis of doubly nonlinear evolution equations, A two-scale finite element relaxation analysis of shear bands in non-convex inelastic solids: Small-strain theory for standard dissipative materials., Global existence result for thermoviscoelastic problems with hysteresis, Maximally-dissipative local solutions to rate-independent systems and application to damage and delamination problems, Towards Effective Simulation of Effective Elastoplastic Evolution, Partially relaxed energy potentials for the modelling of microstructures - application to shape memory alloys, Thermodynamics of multiphase problems in viscoelasticity, The relaxation of two-well energies with possibly unequal moduli, Existence results for energetic models for rate-independent systems, Linear-programming approach to nonconvex variational problems, Interfacial energy and dissipation in martensitic phase transformations. I: Theory, A multi-variant martensitic phase transformation model: Formulation and numerical implementation, Rate-independent processes in viscous solids at small strains, Numerical approaches to rate-independent processes and applications in inelasticity, Relaxation of three solenoidal wells and characterization of extremal three-phase \(H\)-measures, Deriving new evolution equations for microstructures via relaxation of variational incremental problems, Analysis of material instabilities in inelastic solids by incremental energy minimization and relaxation methods: evolving deformation microstructures in finite plasticity, Application of a partially relaxed shape memory free energy function to estimate the phase diagram and predict global microstructure evolution