The speed-gradient variational principle (SG-principle) is formulated and applied to thermodynamical systems. It is shown that Prigogine's principle of minimum entropy production and Onsager's symmetry relations can be interpreted in terms of the SG-principle and, therefore, are equivalent to each other. In both cases entropy of the system plays a role of the goal functional. The speed-gradient formulation of thermodynamic principles provide their extended versions, describing transient dynamics of nonstationary systems far from equilibrium. As an example a model of transient (relaxation) dynamics for maximum entropy principle is derived
A rate equation for a discrete probability distribution is discussed as a route to describe smooth...
The purpose of this analysis is to show the importance of correct performance of picture representat...
We demonstrate that if the relaxation of a non-equilibrium system towards a steady-state satisfies t...
Abstract: The speed-gradient variational principle (SG-principle) is formulated and applied to ther-...
The speed-gradient variational principle (SG-principle) for nonstationary far from equilibrium syste...
This paper studies, by using the speed-gradient principle, the evolution of non-stationary processes...
The fundamental optimization principle for non-equilibrium thermodynamics is given. The second entro...
In this paper we consider dynamics of non-stationary processes that follow the MaxEnt principle. We ...
In this work, we consider the choice of a system suitable for the formulation of principles in noneq...
In this work, we consider the choice of a system suitable for the formulation of principles in noneq...
This paper presents a nonequilibrium thermodynamic model for the relaxation of a local, isolated sys...
The maximum energy dissipation related to maximum entropy production hypothesis has been revised ab...
The data deposit contains an introductory video lecture by Uwe Thiele, WWU Münster, Institut für Th...
Time is absent in the common idea of classical thermodynamics; instead it is always ideally present ...
A variational principle for thermostated nonequilibrium steady states recently proposed by Evans and...
A rate equation for a discrete probability distribution is discussed as a route to describe smooth...
The purpose of this analysis is to show the importance of correct performance of picture representat...
We demonstrate that if the relaxation of a non-equilibrium system towards a steady-state satisfies t...
Abstract: The speed-gradient variational principle (SG-principle) is formulated and applied to ther-...
The speed-gradient variational principle (SG-principle) for nonstationary far from equilibrium syste...
This paper studies, by using the speed-gradient principle, the evolution of non-stationary processes...
The fundamental optimization principle for non-equilibrium thermodynamics is given. The second entro...
In this paper we consider dynamics of non-stationary processes that follow the MaxEnt principle. We ...
In this work, we consider the choice of a system suitable for the formulation of principles in noneq...
In this work, we consider the choice of a system suitable for the formulation of principles in noneq...
This paper presents a nonequilibrium thermodynamic model for the relaxation of a local, isolated sys...
The maximum energy dissipation related to maximum entropy production hypothesis has been revised ab...
The data deposit contains an introductory video lecture by Uwe Thiele, WWU Münster, Institut für Th...
Time is absent in the common idea of classical thermodynamics; instead it is always ideally present ...
A variational principle for thermostated nonequilibrium steady states recently proposed by Evans and...
A rate equation for a discrete probability distribution is discussed as a route to describe smooth...
The purpose of this analysis is to show the importance of correct performance of picture representat...
We demonstrate that if the relaxation of a non-equilibrium system towards a steady-state satisfies t...