Configurational forces and couples in fracture mechanics accounting for microstructures and dissipation
type: Item
instance of: scholarly article
title: Configurational forces and couples in fracture mechanics accounting for microstructures and dissipation
zbMATH Open document ID: 1196.74008
author: H. Stumpf
author: J. Makowski
author: K. Hackl
published in: International Journal of Solids and Structures
publication date: 2010-10-12T00:00:00Z
Mathematics Subject Classification ID: 74A45
Mathematics Subject Classification ID: 74A60
zbMATH DE Number: 5799133
zbMATH Keywords: micropolar continuum
zbMATH Keywords: microstructures
zbMATH Keywords: configurational forces
zbMATH Keywords: configurational couples
zbMATH Keywords: dissipation
zbMATH Keywords: fracture mechanics
zbMATH Keywords: Eshelby tensor
MaRDI profile type: Publication
full work available at URL: j.ijsolstr.2010.04.032
OpenAlex ID: W2004546036
cites work: A thermodynamic based higher-order gradient theory for size-dependent plasticity
cites work: The concept of a balance law for a cracked elastic body and the configurational force and moment at the crack tip
cites work: A variational procedure utilizing the assumption of maximum dissipation rate for gradient-dependent elastic-plastic materials
cites work: Gradient-dependent plasticity: Formulation and algorithmic aspects
cites work: Studies in elastic fracture mechanics based on the material force method
cites work: Exact theory of stress and strain in rods and shells
cites work: Crack-tip problem in non-local elasticity
cites work: The force on an elastic singularity
cites work: Q4338620
cites work: The Mode III Crack Problem in Microstructured Solids Governed by Dipolar Gradient Elasticity: Static and Dynamic Analysis
cites work: The nature of configurational forces
cites work: Configuration forces as basic concepts of continuum physics
cites work: A theory of strain-gradient plasticity for isotropic, plastically irrotational materials. II: Finite deformations
cites work: Thermodynamics applied to gradient theories involving the accumulated plastic strain: the theories of Aifantis and Fleck and Hutchinson and their generalization
cites work: Configurational forces and the basic laws for crack propagation.
cites work: Q4445314
cites work: A framework for fracture modelling based on the material forces concept with XFEM kinematics
cites work: A model of elastoplastic bodies with continuously distributed dislocations
cites work: On the determination of the crystal reference in nonlinear continuum theory of dislocations
cites work: The fundamental role of nonlocal and local balance laws of material forces in finite elastoplasticity and damage mechanics
cites work: Q4296153
cites work: On the structure of the theory of polar elasticity
cites work: Pseudomomentum and material forces in nonlinear elasticity: Variational formulations and application to brittle fracture
cites work: On the comparison of two approaches to compute material forces for inelastic materials. Application to single-slip crystal-plasticity
cites work: A variational principle for gradient plasticity
cites work: A dynamical theory of structures solids. I Basic developments
cites work: On natural strain measures of the non linear micropolar continuum
cites work: A thermodynamical theory of gradient elastoplasticity with dislocation density tensor. I: Fundamentals
cites work: Application of material forces to hyperelastostatic fracture mechanics. I: Continuum mechanical setting
cites work: Application of material forces to hyperelastostatic fracture mechanics. II: Computational setting.
cites work: Variational principles of nonlinear fracture mechanics
cites work: Dynamical evolution of fracture process region in ductile materials
cites work: Steady-state crack growth and work of fracture for solids characterized by strain gradient plasticity
DOI: 10.1016/J.IJSOLSTR.2010.04.032
description: scientific article; zbMATH DE number 5799133