Modeling of Irreversible Two-Stage Combined Thermal Brownian Refrigerators and Their Optimal Performance

This paper establishes a model of an irreversible two-stage combined thermal Brownian refrigerator with an intermediate heat reservoir by combining finite time thermodynamics with non-equilibrium thermodynamics. The model is composed of two irreversible thermal Brownian refrigerators working in seri...

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Published inJournal of non-equilibrium thermodynamics Vol. 46; no. 2; pp. 175 - 189
Main Authors Qi, Congzheng, Ding, Zemin, Chen, Lingen, Ge, Yanlin, Feng, Huijun
Format Journal Article
LanguageEnglish
Published Berlin De Gruyter 01.04.2021
Walter de Gruyter GmbH
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ISSN0340-0204
1437-4358
DOI10.1515/jnet-2020-0084

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Abstract This paper establishes a model of an irreversible two-stage combined thermal Brownian refrigerator with an intermediate heat reservoir by combining finite time thermodynamics with non-equilibrium thermodynamics. The model is composed of two irreversible thermal Brownian refrigerators working in series. The combined thermal Brownian refrigerator works among three constant temperature heat reservoirs. There exist finite rate heat transfer processes among heat reservoirs and refrigerators. Considering heat leakage, heat transfer losses, and heat flows via kinetic energy change of particles, expressions of cooling load and the coefficient of performance (COP) are derived. The effects of design parameters on system performance are studied. The optimal performance of the irreversible combined thermal Brownian refrigerator is studied. The cooling load and COP are higher when the temperature of the intermediate heat reservoir is close to that of the bottom heat reservoir. Compared with the single-stage thermal Brownian refrigerator, which works between the heat source and sink with the same temperatures, the cooling load of the combined thermal Brownian refrigerator is greater, whereas the COP is smaller.
AbstractList This paper establishes a model of an irreversible two-stage combined thermal Brownian refrigerator with an intermediate heat reservoir by combining finite time thermodynamics with non-equilibrium thermodynamics. The model is composed of two irreversible thermal Brownian refrigerators working in series. The combined thermal Brownian refrigerator works among three constant temperature heat reservoirs. There exist finite rate heat transfer processes among heat reservoirs and refrigerators. Considering heat leakage, heat transfer losses, and heat flows via kinetic energy change of particles, expressions of cooling load and the coefficient of performance (COP) are derived. The effects of design parameters on system performance are studied. The optimal performance of the irreversible combined thermal Brownian refrigerator is studied. The cooling load and COP are higher when the temperature of the intermediate heat reservoir is close to that of the bottom heat reservoir. Compared with the single-stage thermal Brownian refrigerator, which works between the heat source and sink with the same temperatures, the cooling load of the combined thermal Brownian refrigerator is greater, whereas the COP is smaller.
Author Feng, Huijun
Ding, Zemin
Qi, Congzheng
Ge, Yanlin
Chen, Lingen
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  surname: Ge
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  fullname: Feng, Huijun
  organization: School of Mechanical & Electrical Engineering, 4756Wuhan Institute of Technology, Wuhan430205, China
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Snippet This paper establishes a model of an irreversible two-stage combined thermal Brownian refrigerator with an intermediate heat reservoir by combining finite time...
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walterdegruyter
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SubjectTerms combined thermal Brownian refrigerator
Cooling
cooling load
Cooling loads
COP
Design parameters
Finite time thermodynamics
Heat
Heat transfer
Heat transmission
irreversible thermal Brownian refrigerator
Kinetic energy
non-equilibrium thermodynamics
Nonequilibrium thermodynamics
Refrigerators
Reservoirs
Thermodynamic equilibrium
Title Modeling of Irreversible Two-Stage Combined Thermal Brownian Refrigerators and Their Optimal Performance
URI https://www.degruyter.com/doi/10.1515/jnet-2020-0084
https://www.proquest.com/docview/2507706398
Volume 46
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