Principles of Hyperplasticity is concerned with the theoretical modelling of the behaviour of solids which undergo nonlinear and irreversible deformation. The approach to plasticity theory developed here is firmly rooted in thermodynamics, so that the models developed are guaranteed to obey the First and Second Laws. Major emphasis is placed on the use of potentials, and the derivation of constitutive models for irreversible behaviour entirely from two scalar potentials is shown. It is to accentuate this feature that the authors use the term "hyperplasticity", by analogy with the use of "hyperelasticity" in elasticity theory. The use of potentials has several advantages. First it allows models to be very simply defined, classified and, if n...
Nonlinear Continuum Mechanics is a rapidly growing field of research. Since the last edition of this...
A simplified physical picture is extracted from the many complicated processes occuring during plast...
Abstract This contribution aims in a geometrically linear formulation of higher gradient plasticity ...
Principles of Hyperplasticity is concerned with the theoretical modelling of the behaviour of solids...
A new approach to plasticity theory firmly routed in and compatible with the laws of thermodynamicsP...
We present a hyperplastic (thermomechanical) framework for the modelling of kinematic hardening of p...
The purpose of this paper is to introduce some mathematical techniques which prove to be valuable in...
Hyperplasticity theory was developed by Collins and Houlsby (Proc. Roy. Soc. Lon. A 1997; 453: 1975-...
The main purpose of this thesis is the development of a new constitutive soil model emphasising the ...
This paper extends previous work reported by Houlsby and Puzrin in 2001 in which a thermomechanical ...
Abstract: Superplastic deformation of rocks can be defined as: homogeneous deformation without loss ...
This paper presents four constitutive models for prediction of the behaviour of overconsolidated cla...
The objective of this contribution is a geometrically non-linear formulation of the continuum theory...
A thermodynamic framework is presented for the plasticity modelling of geotechnical materials. The f...
Classical plasticity theory of metals is independent of the hydrostatic pressure. However, if the me...
Nonlinear Continuum Mechanics is a rapidly growing field of research. Since the last edition of this...
A simplified physical picture is extracted from the many complicated processes occuring during plast...
Abstract This contribution aims in a geometrically linear formulation of higher gradient plasticity ...
Principles of Hyperplasticity is concerned with the theoretical modelling of the behaviour of solids...
A new approach to plasticity theory firmly routed in and compatible with the laws of thermodynamicsP...
We present a hyperplastic (thermomechanical) framework for the modelling of kinematic hardening of p...
The purpose of this paper is to introduce some mathematical techniques which prove to be valuable in...
Hyperplasticity theory was developed by Collins and Houlsby (Proc. Roy. Soc. Lon. A 1997; 453: 1975-...
The main purpose of this thesis is the development of a new constitutive soil model emphasising the ...
This paper extends previous work reported by Houlsby and Puzrin in 2001 in which a thermomechanical ...
Abstract: Superplastic deformation of rocks can be defined as: homogeneous deformation without loss ...
This paper presents four constitutive models for prediction of the behaviour of overconsolidated cla...
The objective of this contribution is a geometrically non-linear formulation of the continuum theory...
A thermodynamic framework is presented for the plasticity modelling of geotechnical materials. The f...
Classical plasticity theory of metals is independent of the hydrostatic pressure. However, if the me...
Nonlinear Continuum Mechanics is a rapidly growing field of research. Since the last edition of this...
A simplified physical picture is extracted from the many complicated processes occuring during plast...
Abstract This contribution aims in a geometrically linear formulation of higher gradient plasticity ...