AbstractThe appropriate thermodynamic setting for the combined configurational and deformational motion of standard continua is discussed in this paper. A key ingredient is an absolute (fixed) reference configuration, relative to which configurational and deformational changes (rates) with respect to the material (undeformed) and spatial (deformed) configurations, respectively, can be described in a unified fashion. In particular, we are interested in formulating the local as well as global measures of the energy dissipation due to configurational changes of a given physical system. It is believed that the presentation in this paper provides the following advantages: a unified kinematic and thermodynamic setting of the configurational and d...
A unified thermomechanical framework is presented for the theory of mechanically elastic materials t...
The thermodynamics of irreversible processes, based on a set of internal state variables, is revisit...
We propose a new derivation of the evolution equation of a sharp, coherent interface in a two-phase ...
The appropriate thermodynamic setting for the combined configurational and deformational motion of s...
The thermodynamic framework for combined configurational and deformational changes was recently disc...
Configurational forces are thermodynamic conjugates to irreversible material body evolutions such as...
Based on the thermodynamic framework for combined configurational and deformational changes, recentl...
This paper studies the transformation properties of the spatial balance of energy equation for a dis...
A general framework encompassing both the (conventional) deformational and configurational settings ...
The invariance of the so-called energy-momentum format of the (spatial motion) Cauchy and the (mater...
AbstractConfigurational forces and couples acting on a dynamically evolving fracture process region ...
The thermodynamic setting for the formulation of the "crack-driving force" for a singular crack in c...
Configurational forces are fundamental concepts in the description of the motion of dislocations, cr...
ABSTRACT. Configurational forces are thermodynamic conjugates to irreversible material body evolutio...
A formulation of elastic-plastic theory for rate independent materials is described, based on the us...
A unified thermomechanical framework is presented for the theory of mechanically elastic materials t...
The thermodynamics of irreversible processes, based on a set of internal state variables, is revisit...
We propose a new derivation of the evolution equation of a sharp, coherent interface in a two-phase ...
The appropriate thermodynamic setting for the combined configurational and deformational motion of s...
The thermodynamic framework for combined configurational and deformational changes was recently disc...
Configurational forces are thermodynamic conjugates to irreversible material body evolutions such as...
Based on the thermodynamic framework for combined configurational and deformational changes, recentl...
This paper studies the transformation properties of the spatial balance of energy equation for a dis...
A general framework encompassing both the (conventional) deformational and configurational settings ...
The invariance of the so-called energy-momentum format of the (spatial motion) Cauchy and the (mater...
AbstractConfigurational forces and couples acting on a dynamically evolving fracture process region ...
The thermodynamic setting for the formulation of the "crack-driving force" for a singular crack in c...
Configurational forces are fundamental concepts in the description of the motion of dislocations, cr...
ABSTRACT. Configurational forces are thermodynamic conjugates to irreversible material body evolutio...
A formulation of elastic-plastic theory for rate independent materials is described, based on the us...
A unified thermomechanical framework is presented for the theory of mechanically elastic materials t...
The thermodynamics of irreversible processes, based on a set of internal state variables, is revisit...
We propose a new derivation of the evolution equation of a sharp, coherent interface in a two-phase ...