Thermodynamics of Thermoelectric Phenomena and Applications

Fifty years ago, the optimization of thermoelectric devices was analyzed by considering the relation between optimal performances and local entropy production. Entropy is produced by the irreversible processes in thermoelectric devices. If these processes could be eliminated, entropy production woul...

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Main Authors: Eckhart Müller, G. Jeffrey Snyder, Wolfgang Seifert, Knud Zabrocki, Christophe Goupil
Format: Article
Language:English
Published: MDPI AG 2011-08-01
Series:Entropy
Subjects:
Online Access:http://www.mdpi.com/1099-4300/13/8/1481/
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author Eckhart Müller
G. Jeffrey Snyder
Wolfgang Seifert
Knud Zabrocki
Christophe Goupil
author_facet Eckhart Müller
G. Jeffrey Snyder
Wolfgang Seifert
Knud Zabrocki
Christophe Goupil
author_sort Eckhart Müller
collection DOAJ
description Fifty years ago, the optimization of thermoelectric devices was analyzed by considering the relation between optimal performances and local entropy production. Entropy is produced by the irreversible processes in thermoelectric devices. If these processes could be eliminated, entropy production would be reduced to zero, and the limiting Carnot efficiency or coefficient of performance would be obtained. In the present review, we start with some fundamental thermodynamic considerations relevant for thermoelectrics. Based on a historical overview, we reconsider the interrelation between optimal performances and local entropy production by using the compatibility approach together with the thermodynamic arguments. Using the relative current density and the thermoelectric potential, we show that minimum entropy production can be obtained when the thermoelectric potential is a specific, optimal value.
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spelling doaj.art-a6f81e69339f4c27b668014e2dd8222d2022-12-22T04:00:34ZengMDPI AGEntropy1099-43002011-08-011381481151710.3390/e13081481Thermodynamics of Thermoelectric Phenomena and ApplicationsEckhart MüllerG. Jeffrey SnyderWolfgang SeifertKnud ZabrockiChristophe GoupilFifty years ago, the optimization of thermoelectric devices was analyzed by considering the relation between optimal performances and local entropy production. Entropy is produced by the irreversible processes in thermoelectric devices. If these processes could be eliminated, entropy production would be reduced to zero, and the limiting Carnot efficiency or coefficient of performance would be obtained. In the present review, we start with some fundamental thermodynamic considerations relevant for thermoelectrics. Based on a historical overview, we reconsider the interrelation between optimal performances and local entropy production by using the compatibility approach together with the thermodynamic arguments. Using the relative current density and the thermoelectric potential, we show that minimum entropy production can be obtained when the thermoelectric potential is a specific, optimal value.http://www.mdpi.com/1099-4300/13/8/1481/thermoelectricityoptimum device designentropy productioncompatibility approachthermoelectric potential
spellingShingle Eckhart Müller
G. Jeffrey Snyder
Wolfgang Seifert
Knud Zabrocki
Christophe Goupil
Thermodynamics of Thermoelectric Phenomena and Applications
Entropy
thermoelectricity
optimum device design
entropy production
compatibility approach
thermoelectric potential
title Thermodynamics of Thermoelectric Phenomena and Applications
title_full Thermodynamics of Thermoelectric Phenomena and Applications
title_fullStr Thermodynamics of Thermoelectric Phenomena and Applications
title_full_unstemmed Thermodynamics of Thermoelectric Phenomena and Applications
title_short Thermodynamics of Thermoelectric Phenomena and Applications
title_sort thermodynamics of thermoelectric phenomena and applications
topic thermoelectricity
optimum device design
entropy production
compatibility approach
thermoelectric potential
url http://www.mdpi.com/1099-4300/13/8/1481/
work_keys_str_mv AT eckhartmuller thermodynamicsofthermoelectricphenomenaandapplications
AT gjeffreysnyder thermodynamicsofthermoelectricphenomenaandapplications
AT wolfgangseifert thermodynamicsofthermoelectricphenomenaandapplications
AT knudzabrocki thermodynamicsofthermoelectricphenomenaandapplications
AT christophegoupil thermodynamicsofthermoelectricphenomenaandapplications