Mechanics of Material Forces

4d Formalism.- On Establishing Balance and Conservation Laws in Elastodynamics.- From Mathematical Physics to Engineering Science.- Evolving Interfaces.- The Unifying Nature of the Configurational Force Balance.- Generalized Stefan Models.- Explicit Kinetic Relation from “First Principles”.- Growth & Biomechanics.- Surface and Bulk Growth Unified.- Mechanical and Thermodynamical Modelling of Tissue Growth Using Domain Derivation Techniques.- Material Forces in the Context of Biotissue Remodelling.- Numerical Aspects.- Error-Controlled Adaptive Finite Element Methods in Nonlinear Elastic Fracture Mechanics.- Material Force Method. Continuum Damage & Thermo-Hyperelasticity.- Discrete Material Forces in the Finite Element Method.- Computational Spatial and Material Settings of Continuum Mechanics. An Arbitrary Lagrangian Eulerian Formulation.- Dislocations & Peach-Koehler-Forces.- Self-Driven continuous Dislocations and Growth.- Role of the Non-Riemannian Plastic Connection in Finite Elasto-Plasticity with Continuous Distribution of Dislocations.- Peach-Koehler Forces within the Theory of Nonlocal Elasticity.- Multiphysics & Microstructure.- On the Material Energy-Momentum Tensor in Electrostatics and Magnetostatics.- Continuum Thermodynamic and Variational Models for Continua with Microstructure and Material Inhomogeneity.- A Crystal Structure-Based Eigentransformation and its Work-Conjugate Material Stress.- Fracture & Structural Optimization.- Teaching Fracture Mechanics Within the Theory of Strength-of-Materials.- Configurational Thermomech-Anics and Crack Driving Forces.- Structural Optimization by Material Forces.- On Structural Optimisation and Configurational Mechanics.- Path Integrals.- Configurational Forces and the Propagation of a CircularCrack in an Elastic Body.- Thermoplastic M Integral and Path Domain Dependence.- Delamination & Discontinuities.- Peeling Tapes.- Stability and Bifurcation with Moving Discontinuities.- On Fracture Modelling Based on Inverse Strong Discontinuities.- Interfaces & Phase Transition.- Maxwell’s Relation for Isotropic Bodies.- Driving Force in Simulation of Phase Transition Front Propagation.- Modeling of the Thermal Treatment of Steel With Phase Changes.- Plasticity & Damage.- Configurational Stress Tensor in Anisotropic Ductile Continuum Damage Mechanics.- Some Class of SG Continuum Models to Connect Various Length Scales in Plastic Deformation.- Weakly Nonlocal Theories of Damage and Plasticity Based on Balance of Dissipative Material Forces.