0. Preface Drascalu Configurational Forces and Gauge Conditions in Electromagnetic Bodies, C. Trimarco Application of invariant integrals to the problems of defect identification, E.I. Shifrin, R.V. Goldstein and P.S. Shushpannikov Material forces in finite elasto-plasticity with continuously distributed dislocations, S. Cleja-Tigoiu, On application of classical Eshelby approach to calculating effective elastic moduli of dispersed composites, K.B. Ustinov and R.V. Goldstein The anti-symmetry principle for quasi-static crack propagation in Mode III, G.E. Oleaga Reciprocity in Fracture and Defect Mechanics, R. Kienzler Configurational balance and entropy sinks, M. Epstein Conservation Laws, Duality and Symmetry Loss in Solid Mechanics, H.D. Bui An Anisotropic Elastic Formulation for Configurational Forces in Stress Space, A. Gupta and X. Markenscoff Energy-based r-adaptivity: A solution strategy and applications to fracture mechanics, M. Scherer, R. Denzer and P. Steinmann Variational design sensitivity analysis in the context of structural optimization and configurational mechanics, D. Materna and F-J. Barthold Bifurcation of equilibrium solutions and defects nucleation, C. Stolz Theoretical and numerical aspects of the material and spatial settings in nonlinear electro-elastostatics, D.K. Vu and P. Steinmann Distributed dislocation approach for cracks in couple-stress elasticity: Shear modes, H.G. Georgiadis and P.A. Gourgiotis Phase field simulation of domain structures in ferroelectric materials within the context of inhomogeneity evolution, R. Mueller, D. Gross, D. Schrade and B. X Xu An Adaptive Singular Finite Element in Nonlinear Fracture Mechanics, R. Denzer, M. Scherer and P. Steinmann Dislocation tri-material solution in the analysis of bridged crack in anisotropic bimaterial half-space, M. Kotoul, T. Profant, O. Sevecek and T.Vyslouzil Study of the simple extension tear test sample for rubber with Configurational Mechanics, E. Verron Moving singularities in thermoelastic solids, A. Berezovski and G.A. Maugin Stress-driven diffusion in a deforming and evolving elastic circular tube of a single component solid with vacancies, C-H. Wu Mode II intersonic crack propagation in poroelastic media, B. Loret and E. Radi Material Forces for Crack Analysis of Functionally Graded Materials in Adaptively Refined FE-Meshes, R. Mahnken A Multiscale Approach to Damage Configurational Forces, C. Dascalu and G. Bilbie
This volume presents recent developments in the theory of defects and the mechanics of material forces. Most of the contributions were presented at the International Symposium on Defect and Material Forces (ISDMM2007), held in Aussois, France, March 25-29, 2007.
The mechanics of material forces, originated in the works of Eshelby, provide a rational framework for the description of driving forces on evolving inhomogeneities and structural changes in continua. The general eshelbian mechanics formulation comes up with a unifying treatment of different phenomena like fracture and damage evolution, phase transitions, plasticity and dislocation motion, etc.
The articles concern both theoretical and computational aspects of the material mechanics of defects. Among the addressed topics are fracture and damage, electromagnetoelasticity, plasticity, distributed dislocations, thermodynamics, poroelasticity, generalized continua, structural optimization, conservation laws and symmetries, multiscale approaches, and numerical solution strategies.
This is a hardbound spin-off reprinted from The International Journal of Fracture 147:1-4.
