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Conference paper

Theoretical model of a flat Loop Heat Pipe(LHP) in moderate to high load conditions

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1Science and Research Campus, Azad University, Tehran, Iran

2Graduate school of the environment and energy, Science and Research Campus, Azad University, Tehran, Iran

3Graduate school of the Mechanical Engineering, Sharif University, Tehran, Iran

Published
4 September 2011
Pages
1-3
Received
4 September 2011
DOI
10.65582/set.2011.166
Access
Open access, © 2011 Copyright WSSET
Download PDF3 pages · 90 KB

Abstract

A theoretical study is conducted to explore the effect of difference parameters such as heat loads, the tube size of piping system, wick thickness, porosity and hole size on the performance and capability of a Loop Heat Pipe(LHP). This paper presents a steady state model that describes the different phenomena inside an LHP[1]. Loop Heat Pipes(LHPs) are two-phase heat transfer devices with capillary pumping of a working fluid. By their original design comparing with heat pipes and special properties of the capillary structure, they’re capable of transferring heat efficiency for distances up to several meters at any orientation in the gravity field, or to several meters in a horizontal position[2]. This theoretical model is described by different relations to satisfy important limits such as capillary and nucleate boiling. An algorithm is developed to predict the size of the LHP satisfying the limitations mentioned above for a wide range of moderate to high applied loads. Finally, to assess and evaluate the algorithm and all the relations considered, we have used to design a new kind of LHP to recover the heat from the exhaust of an actual Gas Turbine. By finding the results, it showed that we can use the LHP as a very high efficient device to recover the heat even in high amount of loads(exhaust of a gas turbine). The sizes of all parts of the LHP were obtained using the developed algorithm.

Keywords. Loop Heat Pipe; Head Load; Liquid-Vapor Interface; Heat Transfer; Design Algorithm

© 2011 Copyright WSSET

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