Considering the model heat conduction problem in the setting of Grad's moment equations, we demonstrate a crossover in the structure of minima of the entropy production within the boundary layer. Based on this observation, we formulate and compare variation principles for solving the problem of boundary conditions in nonequilibrium thermodynamics
The master thesis studies the impact of the entropy gradient on the vorticity of ve- locity field, p...
Abstract:- Nonequilibrium statistical mechanics helps to estimate corrections to the entropy and ene...
In this paper, we present a heat transfer problem in a binary inert mixture of ideal gases at rest b...
Formulation and solution of the initial boundary-value problem of heat conduction in solids have bee...
The First Principle of Continuum Thermodynamics is formulated as a variational condition whose test ...
summary:New types of variational principles, each of them equivalent to the linear mixed problem for...
The purpose of this analysis is to show the importance of correct performance of picture representat...
This paper presents the notion of a variation entropy. This concept is an entropy framework for the ...
peer reviewedWe propose a variational principle applicable to the heat-transport equations derived s...
Studying heat conduction problems in linear and quasilinear ranges for stationary state one can be c...
A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissip...
The variational descriptions with convolution functional and mathematical model of the complicated h...
The data deposit contains an introductory video lecture by Uwe Thiele, WWU Münster, Institut für Th...
We show that some measures suffering from the so-called Renormalization Group pathologies satisfy a ...
The steady two-dimensional boundary layer flow of nanofluids over a flat plate is studied analytical...
The master thesis studies the impact of the entropy gradient on the vorticity of ve- locity field, p...
Abstract:- Nonequilibrium statistical mechanics helps to estimate corrections to the entropy and ene...
In this paper, we present a heat transfer problem in a binary inert mixture of ideal gases at rest b...
Formulation and solution of the initial boundary-value problem of heat conduction in solids have bee...
The First Principle of Continuum Thermodynamics is formulated as a variational condition whose test ...
summary:New types of variational principles, each of them equivalent to the linear mixed problem for...
The purpose of this analysis is to show the importance of correct performance of picture representat...
This paper presents the notion of a variation entropy. This concept is an entropy framework for the ...
peer reviewedWe propose a variational principle applicable to the heat-transport equations derived s...
Studying heat conduction problems in linear and quasilinear ranges for stationary state one can be c...
A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissip...
The variational descriptions with convolution functional and mathematical model of the complicated h...
The data deposit contains an introductory video lecture by Uwe Thiele, WWU Münster, Institut für Th...
We show that some measures suffering from the so-called Renormalization Group pathologies satisfy a ...
The steady two-dimensional boundary layer flow of nanofluids over a flat plate is studied analytical...
The master thesis studies the impact of the entropy gradient on the vorticity of ve- locity field, p...
Abstract:- Nonequilibrium statistical mechanics helps to estimate corrections to the entropy and ene...
In this paper, we present a heat transfer problem in a binary inert mixture of ideal gases at rest b...
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