This work considers the extension of a model of gradient plasticity, previously analysed subject to the assumption of infinitesimal deformations, to the finite strain regime. The discontinuous Galerkin finite element method is used to solve the non-local expression of the plastic flow rule, thereby allowing the higher order terms that arise in the gradient formulation to be accommodated in an elegant manner
A number of constitutive theories have arisen describing materials which, by nature, exhibit a non-l...
Theories with intrinsic or material length scales find applications in the modeling of size-dependen...
Abstract The numerical solution of strain gradient-dependent continuum problems has been hindered by...
The work presented here constitutes an extension to the finite-strain regime of a discontinuous Gale...
This dissertation presents a formulation of incompatibility based strain gradient plasticity utilizi...
In this report we apply discontinuous Galerkin finite element methods to the equations of an incompa...
Motivated in large part by the inability of classical theories to model material behaviour at the me...
Includes bibliographical references (p. [221]-239).An investigation of a model of gradient plasticit...
A discontinuous Galerkin formulation is developed and analyzed for the cases of classical and gradie...
The numerical solution of strain gradient-dependent continuum problems has been dogged by continuity...
This work is the second of a two-part investigation into the use of discontinuous Galerkin methods f...
The numerical solution of strain gradient-dependent continuum problems has been hindered by continui...
The numerical solution of strain gradient-dependent continuum problems has been hindered by continui...
A general framework for the development of finite-strain elastoplastic constitutive models of the gr...
A discontinuous Galerkin method has been developed for strain gradient-dependent damage. The strengt...
A number of constitutive theories have arisen describing materials which, by nature, exhibit a non-l...
Theories with intrinsic or material length scales find applications in the modeling of size-dependen...
Abstract The numerical solution of strain gradient-dependent continuum problems has been hindered by...
The work presented here constitutes an extension to the finite-strain regime of a discontinuous Gale...
This dissertation presents a formulation of incompatibility based strain gradient plasticity utilizi...
In this report we apply discontinuous Galerkin finite element methods to the equations of an incompa...
Motivated in large part by the inability of classical theories to model material behaviour at the me...
Includes bibliographical references (p. [221]-239).An investigation of a model of gradient plasticit...
A discontinuous Galerkin formulation is developed and analyzed for the cases of classical and gradie...
The numerical solution of strain gradient-dependent continuum problems has been dogged by continuity...
This work is the second of a two-part investigation into the use of discontinuous Galerkin methods f...
The numerical solution of strain gradient-dependent continuum problems has been hindered by continui...
The numerical solution of strain gradient-dependent continuum problems has been hindered by continui...
A general framework for the development of finite-strain elastoplastic constitutive models of the gr...
A discontinuous Galerkin method has been developed for strain gradient-dependent damage. The strengt...
A number of constitutive theories have arisen describing materials which, by nature, exhibit a non-l...
Theories with intrinsic or material length scales find applications in the modeling of size-dependen...
Abstract The numerical solution of strain gradient-dependent continuum problems has been hindered by...