Journal of Quantitative Spectroscopy and Radiative Transfer
Properties of the entropy production due to radiative transfer
References (10)
JQSRT
(1966)- et al.
Physica
(1954) - et al.
Physica
(1964)
Cited by (27)
Heat and mass transfer of combined forced convection and thermal radiation within a channel: Entropy generation analysis
2020, Applied Thermal EngineeringCitation Excerpt :Despite the importance of the radiative contribution in the thermal engineering process, few researchers have considered the effect of radiative heat transfer on entropy generation. The analysis of the second law related to radiative heat transfer carried out by, Kröll [28], Chu and Liu [29], Wright [30,31], Chen et al. [32], Sadeghi and Safavinejad [33]. Agudelo and Cortés [34] further explained in their review the most fundamental concept about the second law analysis related to thermal radiation.
Thermal radiation and the second law
2010, EnergyCitation Excerpt :Recently, Candau [36] confirmed the results of Karlsson, and Liu and Chu [12] have used it to obtain the exergy transfer equation. The most advanced developments in the field of second law analysis (SLA) of TR consist of the study of radiative transfer processes, covering radiative exchange between surfaces [38], the presence of participating media, and the irreversibility of radiative transfer when several modes of heat transfer are present [8,11–13,39–42]. There are several relevant papers related to second law aspects of thermal radiation that have been published in the Energy journal in recent years.
Prigogine theorem of minimum entropy production applied to the average-atom model
2009, High Energy Density PhysicsCitation Excerpt :This theorem says that the stationary states are also states of minimum entropy production compatible with the external constraints that prevent the system from reaching thermodynamic equilibrium [4,5]. In the present situation, the rate of entropy production of the system made of ions and radiation field in a constant environment represented by the free electron reservoir in thermodynamic equilibrium is a minimum for the correct steady-state populations NiSS in the linear range near thermodynamic equilibrium [9,26,27]. The Prigogine theorem of minimum entropy production is the fundamental theorem of the thermodynamics of irreversible processes.
Minimum entropy production closure of the photo-hydrodynamic equations for radiative heat transfer
2009, Journal of Quantitative Spectroscopy and Radiative TransferCitation Excerpt :In this paper, we propose to use an entropy production rate principle, and we will show that the limit cases are correctly reproduced and the cross-over between them is provided in a natural way, i.e., without further model parameters. Entropy production of radiation has been discussed by Oxenius [21] and Kröll [22]. Various results related to entropy production principles in radiation have been reported.
Verification of numerical simulation method for entropy generation of radiation heat transfer in semitransparent medium
2007, Journal of Quantitative Spectroscopy and Radiative TransferEffective Boltzmann law and Prigogine theorem of minimum entropy production in highly charged ion plasmas
2006, Journal of Quantitative Spectroscopy and Radiative Transfer
- ∗
Present address: 53 Bonn, Wegelerstr. 10.