AbstractIn this paper, the concept of energy pairs in the micropolar continuum is introduced. A brief review of the micropolar continuum theory is presented for using in the subsequent derivations. A mathematical Lagrangian strain and a wryness tensor for the micropolar continuum are introduced. Using the first law of thermodynamics and for isothermal processes, the power of deformation is obtained and the energy pairs in the Eulerian and Lagrangian descriptions are defined. Also, the micropolar stress and couple stress tensors which are energy pairs to the micropolar Lagrangian strain and wryness measures are determined
Typescript (photocopy).The use of numerical analysis studies in biomechanics research continues to m...
In this article the linear theory of micropolar thermoelasticity without energy dissi-pation is cons...
The classical micropolar constitutive theory is reformulated within the framework of the microplane ...
AbstractIn this paper, the concept of energy pairs in the micropolar continuum is introduced. A brie...
Linear model of micropolar elastic continuum (known also as the Cosserat continuum) is considered. K...
AbstractWe discuss three different ways of defining the strain measures in the non-linear micropolar...
We discuss three different ways of defining the strain measures in the non-linear micropolar continu...
Nonlinear micropolar continuum model allows to describe complex micro-structured media, for example,...
The book presents foundations of the micropolar continuum mechanics including a short but comprehens...
AbstractThe (static) energy-momentum tensor, angular momentum tensor and scaling flux vector of micr...
Three generalizations of the Timoshenko beam model according to the linear theory of micropolar elas...
In the present paper, the linear theory of micropolar thermoelasticity without energy dissipation is...
A general theory of mult ipolar displacement and velocity fields with cor-responding mult ipolar bod...
We derive the equations of motion of Newtonian incompressible homogeneous micropolar fluids by foll...
AbstractIn this paper, the concept of hyper-elasticity in the micropolar continuum theory is investi...
Typescript (photocopy).The use of numerical analysis studies in biomechanics research continues to m...
In this article the linear theory of micropolar thermoelasticity without energy dissi-pation is cons...
The classical micropolar constitutive theory is reformulated within the framework of the microplane ...
AbstractIn this paper, the concept of energy pairs in the micropolar continuum is introduced. A brie...
Linear model of micropolar elastic continuum (known also as the Cosserat continuum) is considered. K...
AbstractWe discuss three different ways of defining the strain measures in the non-linear micropolar...
We discuss three different ways of defining the strain measures in the non-linear micropolar continu...
Nonlinear micropolar continuum model allows to describe complex micro-structured media, for example,...
The book presents foundations of the micropolar continuum mechanics including a short but comprehens...
AbstractThe (static) energy-momentum tensor, angular momentum tensor and scaling flux vector of micr...
Three generalizations of the Timoshenko beam model according to the linear theory of micropolar elas...
In the present paper, the linear theory of micropolar thermoelasticity without energy dissipation is...
A general theory of mult ipolar displacement and velocity fields with cor-responding mult ipolar bod...
We derive the equations of motion of Newtonian incompressible homogeneous micropolar fluids by foll...
AbstractIn this paper, the concept of hyper-elasticity in the micropolar continuum theory is investi...
Typescript (photocopy).The use of numerical analysis studies in biomechanics research continues to m...
In this article the linear theory of micropolar thermoelasticity without energy dissi-pation is cons...
The classical micropolar constitutive theory is reformulated within the framework of the microplane ...