IUTAM Symposium on Variations of Domain and Free-Boundary Problems in Solid Mechanics

Inhaltsverzeichnis

• Steady state solutions to a multi-dimensional phase change problem in ground freezing.
• Evolution of phases in a shape memory alloy by local and global minimisations of a non convex potentials.
• Micromechanical modelling of the thermomechanical behavior of shape memory alloys by local and global minimisations of a non convex potentials.
• Micromechanics constitutive modeling for polycrystalline SMA.
• Damping of a vibrating SMA rod through phase transformation.
• The equilibrium motion of the martensitic interface in thickwalled infinite austenitic plate.
• Error control for phase change problems.
• Numerical schemes for the mean curvature flow of graphs.
• Phase diagrams — Heat of mixing and interfacial energy.
• Propagation of a front by kink motion.
• On variational aspects of the theory of liquid crystals with variable degree of orientation.
• Diffusion-limited dynamics in growth experiments.
• Molecular dynamics simulation of melting / solidification and induced stresses.
• Exploring the commonality between filling: porous media and phase change.
• About nucleation and growth.
• Wavelet methods for a Stefan problem.
• Delamination of active layers in piezoelectric laminates.
• A delamination model : mathematical properties.
• Delamination prediction by continuum damage mechanics.
• Dynamical systems for non-isothermal phase separation.
• Global solution to the Penrose-Fife phase field model with special heat flux laws.
• Damage and gradient of damage in transient dynamics.
• Cracks in fracture mechanics : a time indexed family of energy minimizers.
• One-dimensional ductile-brittle transition, yielding, and structured deformations.
• Approximation results for a class of quasistatic contact problems including adhesion and friction.
• A continuous model for Ziegler-Natta polymerization.
• A steady displacement-based formulation for the analysis and design of large deformation continuous elastoplastic manufacturing processes.
• Strong solutions to equations of visco-thermo-plasticity with a temperature-dependent hysteretic strain — stress law.
• Thermomechanical approach of running discontinuities.
• Global solutions with contact discontinuities for quasilinear hyperbolic systems of conservation laws.
• Stability of a system whose boundary evolutions are governed by a standard constitutive law.
• Stability of moving fronts under griffith criterion: a computational approach using integral equations and domain derivatives.
• Instabilities produced by edges in thin shells.
• On the inversion of subsurface residual stresses from surface stress measurements.
• Structural Optimization by the homogenization method.
• Degenerate sweeping processes.
• About the mathematical modeling of irreversibility problems.
• Sharp energy estimates for finite element approximations of non-convex problems.
• Finite-element analysis of solid-fluid, kineticly driven phase transformation.
• Author index.