Optimization of Parameters in GM(1,1) Model by Taguchi Method

碩士 === 清雲科技大學 === 機械工程系所 === 97 === This paper uses Taguchi Method and GM (1,1) to model electric spark machining and to find (copper) the electrode waste degree by changing the background weight Alpha value of GM(1,1). In order to get a set of best working condition, the S/N ratio of Taguchi Method...

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Main Authors: Chen Chien Cheng, 陳建成
Other Authors: 紀岍宇
Format: Others
Language:zh-TW
Published: 2009
Online Access:http://ndltd.ncl.edu.tw/handle/88994846994551998104
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spelling ndltd-TW-097CYU054890052016-05-02T04:11:12Z http://ndltd.ncl.edu.tw/handle/88994846994551998104 Optimization of Parameters in GM(1,1) Model by Taguchi Method 以田口方法分析GM(1,1)預測之參數最佳化 Chen Chien Cheng 陳建成 碩士 清雲科技大學 機械工程系所 97 This paper uses Taguchi Method and GM (1,1) to model electric spark machining and to find (copper) the electrode waste degree by changing the background weight Alpha value of GM(1,1). In order to get a set of best working condition, the S/N ratio of Taguchi Method L25 (5 6) and S/N ratio of L81 (9 6) combine with GM (1,1) are used to forecast the electrode waste. The important factors in electric spark machining are material conductivity (1.215), electric discharge potency (0.71), gap between work piece (0.635), electrode working area (0.62), working depth (0.58), medium fluid (0.62) and process period length (0.68). The results show the best set of factors combination is A3 (0.5), B3 (0.5), C2 (0.3), D2 (0.3), E5 (0.9) and F3 (0.5) for S/N ratio equal to 35.6058, The difference between the best choice and α=0.5 is very tiny equal to 0.0136. Moreover simplifies into L81 (9 6), subdivides the weight value for (0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9), the results show the best set of factor combination is A3 (0.3), B2 (0.2), C6 (0.6), D6 (0.6), E6 (0.6), F4 (0.4) for S/N ratio equal to 35.6955. The result difference with L81 is not to be large again in 0.0897. Therefore so long as the suggestion with L25 (5 6) can achieve the optimization design. 紀岍宇 2009 學位論文 ; thesis 49 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 清雲科技大學 === 機械工程系所 === 97 === This paper uses Taguchi Method and GM (1,1) to model electric spark machining and to find (copper) the electrode waste degree by changing the background weight Alpha value of GM(1,1). In order to get a set of best working condition, the S/N ratio of Taguchi Method L25 (5 6) and S/N ratio of L81 (9 6) combine with GM (1,1) are used to forecast the electrode waste. The important factors in electric spark machining are material conductivity (1.215), electric discharge potency (0.71), gap between work piece (0.635), electrode working area (0.62), working depth (0.58), medium fluid (0.62) and process period length (0.68). The results show the best set of factors combination is A3 (0.5), B3 (0.5), C2 (0.3), D2 (0.3), E5 (0.9) and F3 (0.5) for S/N ratio equal to 35.6058, The difference between the best choice and α=0.5 is very tiny equal to 0.0136. Moreover simplifies into L81 (9 6), subdivides the weight value for (0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9), the results show the best set of factor combination is A3 (0.3), B2 (0.2), C6 (0.6), D6 (0.6), E6 (0.6), F4 (0.4) for S/N ratio equal to 35.6955. The result difference with L81 is not to be large again in 0.0897. Therefore so long as the suggestion with L25 (5 6) can achieve the optimization design.
author2 紀岍宇
author_facet 紀岍宇
Chen Chien Cheng
陳建成
author Chen Chien Cheng
陳建成
spellingShingle Chen Chien Cheng
陳建成
Optimization of Parameters in GM(1,1) Model by Taguchi Method
author_sort Chen Chien Cheng
title Optimization of Parameters in GM(1,1) Model by Taguchi Method
title_short Optimization of Parameters in GM(1,1) Model by Taguchi Method
title_full Optimization of Parameters in GM(1,1) Model by Taguchi Method
title_fullStr Optimization of Parameters in GM(1,1) Model by Taguchi Method
title_full_unstemmed Optimization of Parameters in GM(1,1) Model by Taguchi Method
title_sort optimization of parameters in gm(1,1) model by taguchi method
publishDate 2009
url http://ndltd.ncl.edu.tw/handle/88994846994551998104
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AT chénjiànchéng yǐtiánkǒufāngfǎfēnxīgm11yùcèzhīcānshùzuìjiāhuà
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