Theoretical studies on optimum circular and longitudial fins

碩士 === 國立海洋大學 === 船舶機械工程學系 === 83 === This study presents the optimum design of fins at he same heat duty and base temperature in order to obtain the smallest volume to reach the economical consideration. First of all, excavated fins with h...

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Main Authors: Fan ,Chen-Jyh, 范振智
Other Authors: Chih-Pin Liaw;Rong-Hua Yeh
Format: Others
Language:zh-TW
Published: 1995
Online Access:http://ndltd.ncl.edu.tw/handle/71695575561232297939
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spelling ndltd-TW-083NTOU03400122015-10-13T12:26:21Z http://ndltd.ncl.edu.tw/handle/71695575561232297939 Theoretical studies on optimum circular and longitudial fins 圓柱形和矩形之最佳化鰭片理論分析 Fan ,Chen-Jyh 范振智 碩士 國立海洋大學 船舶機械工程學系 83 This study presents the optimum design of fins at he same heat duty and base temperature in order to obtain the smallest volume to reach the economical consideration. First of all, excavated fins with heat transfer at the end are investigated. Optimum profile with the corresponding temperature distribution is obtained when they are subject to a single mode of heat transfer by using the method of calculus of variation. The effects of heat transfer at fin tip and Biot number are also quantified. Secondly, through the assumption of steady one- dimensional analysis. Optimization is made by a numerical method when many different heat modes coexist simultaneoly on a fin. The boiling curve which the present model relies on isestablished from the experimental data by others. The results of excavated fins are compared with the solid ones and the end- insulated fins respectively. Finally,the present model is extended to apply in the cases of rectangular fins. The result shows that the optimum fins proposed in the present study can dissipate more energy than the fins with insulated tip. From the comparison between solid and excavated fins, the enhancement in heat transfer of the later is not so rignificant as the former for the total area of the circumferential surface. However, the heat transfer of unit volume is found to be larger in the excavated fins. Chih-Pin Liaw;Rong-Hua Yeh 廖世平;葉榮華 1995 學位論文 ; thesis 111 zh-TW
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language zh-TW
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sources NDLTD
description 碩士 === 國立海洋大學 === 船舶機械工程學系 === 83 === This study presents the optimum design of fins at he same heat duty and base temperature in order to obtain the smallest volume to reach the economical consideration. First of all, excavated fins with heat transfer at the end are investigated. Optimum profile with the corresponding temperature distribution is obtained when they are subject to a single mode of heat transfer by using the method of calculus of variation. The effects of heat transfer at fin tip and Biot number are also quantified. Secondly, through the assumption of steady one- dimensional analysis. Optimization is made by a numerical method when many different heat modes coexist simultaneoly on a fin. The boiling curve which the present model relies on isestablished from the experimental data by others. The results of excavated fins are compared with the solid ones and the end- insulated fins respectively. Finally,the present model is extended to apply in the cases of rectangular fins. The result shows that the optimum fins proposed in the present study can dissipate more energy than the fins with insulated tip. From the comparison between solid and excavated fins, the enhancement in heat transfer of the later is not so rignificant as the former for the total area of the circumferential surface. However, the heat transfer of unit volume is found to be larger in the excavated fins.
author2 Chih-Pin Liaw;Rong-Hua Yeh
author_facet Chih-Pin Liaw;Rong-Hua Yeh
Fan ,Chen-Jyh
范振智
author Fan ,Chen-Jyh
范振智
spellingShingle Fan ,Chen-Jyh
范振智
Theoretical studies on optimum circular and longitudial fins
author_sort Fan ,Chen-Jyh
title Theoretical studies on optimum circular and longitudial fins
title_short Theoretical studies on optimum circular and longitudial fins
title_full Theoretical studies on optimum circular and longitudial fins
title_fullStr Theoretical studies on optimum circular and longitudial fins
title_full_unstemmed Theoretical studies on optimum circular and longitudial fins
title_sort theoretical studies on optimum circular and longitudial fins
publishDate 1995
url http://ndltd.ncl.edu.tw/handle/71695575561232297939
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