Detail publikace
Heuristická optimalizace návrhu kapalinového tlumiče teploty s materiálem s fázovou přeměnou
KLIMEŠ, L. CHARVÁT, P.
Český název
Heuristická optimalizace návrhu kapalinového tlumiče teploty s materiálem s fázovou přeměnou
Anglický název
Heuristic Optimization of Fluid Temperature Attenuator Design with Phase Change Material
Typ
článek ve sborníku ve WoS nebo Scopus
Jazyk
en
Originální abstrakt
The phase change materials (PCMs) represent thermal storage materials that have become widely used in many engineering applications. The PCMs, which can change the phase within the range of operational conditions, allow for storage and consequent release of a large amount of energy due to the latent heat of the phase change. One of the possible applications of PCMs is the attenuation of temperature fluctuations in the applications with the demand on the temperature stability. The investigation of thermal behavior and optimal design of water-PCM attenuator is dealt with in the paper. A numerical model of heat and mass transfer in a circular attenuator was developed in MATLAB with the effective heat capacity method used to address the phase change. The square wave character of the inlet temperature fluctuation was considered. The nature-inspired heuristic firefly algorithm, which utilizes the developed numerical model as a black-box, was implemented for the optimization.
Český abstrakt
The phase change materials (PCMs) represent thermal storage materials that have become widely used in many engineering applications. The PCMs, which can change the phase within the range of operational conditions, allow for storage and consequent release of a large amount of energy due to the latent heat of the phase change. One of the possible applications of PCMs is the attenuation of temperature fluctuations in the applications with the demand on the temperature stability. The investigation of thermal behavior and optimal design of water-PCM attenuator is dealt with in the paper. A numerical model of heat and mass transfer in a circular attenuator was developed in MATLAB with the effective heat capacity method used to address the phase change. The square wave character of the inlet temperature fluctuation was considered. The nature-inspired heuristic firefly algorithm, which utilizes the developed numerical model as a black-box, was implemented for the optimization.
Anglický abstrakt
The phase change materials (PCMs) represent thermal storage materials that have become widely used in many engineering applications. The PCMs, which can change the phase within the range of operational conditions, allow for storage and consequent release of a large amount of energy due to the latent heat of the phase change. One of the possible applications of PCMs is the attenuation of temperature fluctuations in the applications with the demand on the temperature stability. The investigation of thermal behavior and optimal design of water-PCM attenuator is dealt with in the paper. A numerical model of heat and mass transfer in a circular attenuator was developed in MATLAB with the effective heat capacity method used to address the phase change. The square wave character of the inlet temperature fluctuation was considered. The nature-inspired heuristic firefly algorithm, which utilizes the developed numerical model as a black-box, was implemented for the optimization.
Klíčová slova česky
temperature fluctuations, phase change materials, attenuation, firefly algorithm
Klíčová slova anglicky
temperature fluctuations, phase change materials, attenuation, firefly algorithm
Rok RIV
2012
Vydáno
27.06.2012
Nakladatel
Vysoké učení technické v Brně
Místo
Brno
ISBN
978-80-214-4540-6
Kniha
Sborník příspěvků 18. mezinárodní konference MENDEL 2012
Strany od–do
338–343
Počet stran
6
BIBTEX
@inproceedings{BUT92770,
author="Lubomír {Klimeš} and Pavel {Charvát},
title="Heuristic Optimization of Fluid Temperature Attenuator Design with Phase Change Material",
booktitle="Sborník příspěvků 18. mezinárodní konference MENDEL 2012",
year="2012",
month="June",
pages="338--343",
publisher="Vysoké učení technické v Brně",
address="Brno",
isbn="978-80-214-4540-6"
}