Priority Quota Assignment in Semiconductor Manufacturing Chains

碩士 === 國立暨南國際大學 === 資訊管理學系 === 92 === This thesis deals with the priority quota assignment problem for integrated production control of a semiconductor manufacturing chain (SMC). For each lot in the SMC, a production priority is tagged to indicate its relative importance. The performance of a lot is...

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Main Authors: Yu-Hsiang Lee, 李裕翔
Other Authors: Da-Yin Liao
Format: Others
Language:en_US
Published: 2004
Online Access:http://ndltd.ncl.edu.tw/handle/51480900059240353290
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spelling ndltd-TW-092NCNU03960082016-06-17T04:16:59Z http://ndltd.ncl.edu.tw/handle/51480900059240353290 Priority Quota Assignment in Semiconductor Manufacturing Chains 半導體製造鏈中優先權等級配額分配之研究 Yu-Hsiang Lee 李裕翔 碩士 國立暨南國際大學 資訊管理學系 92 This thesis deals with the priority quota assignment problem for integrated production control of a semiconductor manufacturing chain (SMC). For each lot in the SMC, a production priority is tagged to indicate its relative importance. The performance of a lot is evaluated according to its priority, rather than sophisticated production targets. To help healthy fab management, lot priorities are classified into several levels. The higher priority of a lot is, the shorter cycle time it takes. As there are only limited production resources at a time, a quota for each priority level is needed. We develop a multi-class, tandem queueing model to capture the dynamics of prioritized lots in a SMC. The nonpreemptive, head-of-the-line priority queueing discipline is adopted. Given the processing rates of stations in the SMC, our priority quota assignment problem is to determine for each priority level the total number of lots such that the overall throughputs are maximized and the specified cycle times of each priority level are satisfied. We formulate the priority quota assignment problem into a nonlinear programming problem. We use the penalty method to relax the nonlinear constraints, and add a penalty term to the objective function. The penalized programming problem is then solved by the gradient method. We develope a priority quota assignment (PQA) algorithm to solve the relaxed programming problem. Numerical results demonstrate the feasibility and effectiveness of the developed PQA algorithm. We prove its feasibility with a toy example where there are only two stages in there. Examples of realistic scale are conducted to test the effectiveness of the PQA algorithm. All the numerical results indicate that the developed PQA algorithm is found and effective in solving the priority quota assignment problem in a semiconductor manufacturing chain. Da-Yin Liao 廖大穎 2004 學位論文 ; thesis 68 en_US
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description 碩士 === 國立暨南國際大學 === 資訊管理學系 === 92 === This thesis deals with the priority quota assignment problem for integrated production control of a semiconductor manufacturing chain (SMC). For each lot in the SMC, a production priority is tagged to indicate its relative importance. The performance of a lot is evaluated according to its priority, rather than sophisticated production targets. To help healthy fab management, lot priorities are classified into several levels. The higher priority of a lot is, the shorter cycle time it takes. As there are only limited production resources at a time, a quota for each priority level is needed. We develop a multi-class, tandem queueing model to capture the dynamics of prioritized lots in a SMC. The nonpreemptive, head-of-the-line priority queueing discipline is adopted. Given the processing rates of stations in the SMC, our priority quota assignment problem is to determine for each priority level the total number of lots such that the overall throughputs are maximized and the specified cycle times of each priority level are satisfied. We formulate the priority quota assignment problem into a nonlinear programming problem. We use the penalty method to relax the nonlinear constraints, and add a penalty term to the objective function. The penalized programming problem is then solved by the gradient method. We develope a priority quota assignment (PQA) algorithm to solve the relaxed programming problem. Numerical results demonstrate the feasibility and effectiveness of the developed PQA algorithm. We prove its feasibility with a toy example where there are only two stages in there. Examples of realistic scale are conducted to test the effectiveness of the PQA algorithm. All the numerical results indicate that the developed PQA algorithm is found and effective in solving the priority quota assignment problem in a semiconductor manufacturing chain.
author2 Da-Yin Liao
author_facet Da-Yin Liao
Yu-Hsiang Lee
李裕翔
author Yu-Hsiang Lee
李裕翔
spellingShingle Yu-Hsiang Lee
李裕翔
Priority Quota Assignment in Semiconductor Manufacturing Chains
author_sort Yu-Hsiang Lee
title Priority Quota Assignment in Semiconductor Manufacturing Chains
title_short Priority Quota Assignment in Semiconductor Manufacturing Chains
title_full Priority Quota Assignment in Semiconductor Manufacturing Chains
title_fullStr Priority Quota Assignment in Semiconductor Manufacturing Chains
title_full_unstemmed Priority Quota Assignment in Semiconductor Manufacturing Chains
title_sort priority quota assignment in semiconductor manufacturing chains
publishDate 2004
url http://ndltd.ncl.edu.tw/handle/51480900059240353290
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