A thermodynamic analysis is presented by means of mathematical formulation to examine the performance of the most common types of heat engines including Otto, Diesel, and Brayton cycles, at the regime of minimum entropy generation. All engines are subject to internal and external irreversibilities. It is shown that minimum entropy production criterion neither correlates with maximum thermal efficiency design nor with maximum work output criterion. The results demonstrate that the production of entropy is not necessarily equivalent to the energy losses taking place in real devices. (C) 2013 Elsevier Inc. All rights reserved
Abstract: In designing power cycles, the approach of Novikov–Curzon–Albhorn, maximum power criterion...
The unavoidable irreversible losses of power in a heat engine are found to be of quantum origin. Fol...
The idea is to find out whether 2nd law efficiency optimization may be a suitable trade-off between ...
A thermodynamic analysis is presented by means of mathematical formulation to examine the performanc...
AbstractThe objective of this study is to investigate the thermal efficiency and power production of...
The optimal performance for a class of generalized irreversible universal steady-flow heat-engine cy...
The purpose of this work is to precise and complete one recently proposed in the literature and rela...
We propose the minimally nonlinear irreversible heat engine as a new general theoretical model to st...
The performance of a generalized irreversible reciprocating heat-engine cycle model consisting of tw...
Since the decade of 1980’s, a connection between a family of maximum-work reversible thermal cycles ...
Often, second law-based studies present merely entropy calculations without demonstrating how and wh...
International audienceAs part of the efforts to unify the various branches of Irreversible Thermodyn...
The performance of an air standard Otto-cycle is analyzed using finite-time thermodynamics. In the i...
A general irreversible cycle model is used to investigate the optimal performance of a class of heat...
International audienceWhen some entropy is transferred, by means of a reversible engine, from a hot ...
Abstract: In designing power cycles, the approach of Novikov–Curzon–Albhorn, maximum power criterion...
The unavoidable irreversible losses of power in a heat engine are found to be of quantum origin. Fol...
The idea is to find out whether 2nd law efficiency optimization may be a suitable trade-off between ...
A thermodynamic analysis is presented by means of mathematical formulation to examine the performanc...
AbstractThe objective of this study is to investigate the thermal efficiency and power production of...
The optimal performance for a class of generalized irreversible universal steady-flow heat-engine cy...
The purpose of this work is to precise and complete one recently proposed in the literature and rela...
We propose the minimally nonlinear irreversible heat engine as a new general theoretical model to st...
The performance of a generalized irreversible reciprocating heat-engine cycle model consisting of tw...
Since the decade of 1980’s, a connection between a family of maximum-work reversible thermal cycles ...
Often, second law-based studies present merely entropy calculations without demonstrating how and wh...
International audienceAs part of the efforts to unify the various branches of Irreversible Thermodyn...
The performance of an air standard Otto-cycle is analyzed using finite-time thermodynamics. In the i...
A general irreversible cycle model is used to investigate the optimal performance of a class of heat...
International audienceWhen some entropy is transferred, by means of a reversible engine, from a hot ...
Abstract: In designing power cycles, the approach of Novikov–Curzon–Albhorn, maximum power criterion...
The unavoidable irreversible losses of power in a heat engine are found to be of quantum origin. Fol...
The idea is to find out whether 2nd law efficiency optimization may be a suitable trade-off between ...