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研究生:黃馨誼
研究生(外文):HUANG, XIN-YI
論文名稱:平行機排程問題發展軌跡之主路徑分析
論文名稱(外文):Main Path Analysis on the Development Trajectories of Parallel Machine Scheduling Problems
指導教授:應國卿應國卿引用關係
指導教授(外文):YING, KUO-CHING
口試委員:林詩偉應國卿黃乾怡
口試委員(外文):LIN, SHIH-WEIYING, KUO-CHINGHUANG, CHIEN-YI
口試日期:2023-06-13
學位類別:碩士
校院名稱:國立臺北科技大學
系所名稱:工業工程與管理系
學門:工程學門
學類:工業工程學類
論文種類:學術論文
論文出版年:2023
畢業學年度:111
語文別:中文
論文頁數:86
中文關鍵詞:文獻回顧平行機排程主路徑分析集群分析
外文關鍵詞:Literature ReviewParallel Machine Scheduling ProblemMain Path AnalysisCluster Analysis
ORCID或ResearchGate:https://orcid.org/0009-0002-5870-5380
相關次數:
  • 被引用被引用:0
  • 點閱點閱:26
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平行機排程問題(Parallel Machine Scheduling Problem ; PMSP)應用於許多產業的製造系統,如:鑄造產業(Casting Manufacturing)用於熱處理製程、半導體產業(Semiconductor Manufacturing)用於IC封裝測試等等,為提升相關製造系統的生產績效,PMSP歷年來不斷被許多研究人員所探討。而前篇專注討論PMSP之回顧文獻需追朔於2001年,故本研究選擇藉由客觀的主路徑分析(Main Path Analysis ; MPA)來完整並系統性回顧歷年及最新的PMSP研究之發展軌跡,並對搜索結果進行集群分析(Cluster Anaiysis ; CA),由研究結果可得知PMSP未來整體性發展趨勢可考慮多目標函式與多限制條件之半導體議題做元啟發式演算法改進,而前五大子集群中之具序列相依整備時間(Sequence Dependent Setup Times)可往半導體議題討論,批次處理問題(Batch Scheduling)可考慮雙目標,具學習效應與退化性作業(Learning Effect and Deteriorating Operations)可提出混和元啟發式演算法求解,近似演算法(Approximation Algorithm)考慮多目標求解,線上排程(On-line Scheduling)考量機台數遞增問題。本研究所呈現之PMSP主路徑與各子領域之發展軌跡結果,可提供相關產業實務應用及後續研究的參考。
The Parallel Machine Scheduling Problem (PMSP) is applied in various manufacturing systems in industries such as Casting Manufacturing for heat treatment processes and Semiconductor Manufacturing for IC packaging and testing. To enhance the production efficiency of related manufacturing systems, PMSP has been continuously explored by many researchers over the years. The previous literature review on PMSP can be traced back to 2001. Therefore, this study chooses to conduct a comprehensive and systematic review of the development trajectory of PMSP research over the years, including the latest studies, using an objective approach called Main Path Analysis (MPA). The search results are then subjected to Cluster Analysis (CA). The research findings indicate that for the future overall development trend of PMSP, it is advisable to consider improving metaheuristic algorithms for semiconductor issues involving multiple objective functions and multiple constraints. Among the top five sub-clusters, the one related to Sequence Dependent Setup Times can be further explored in the context of semiconductor issues, Batch Scheduling can consider dual objectives, Learning Effect and Deteriorating Operations can be addressed using hybrid metaheuristic algorithms, Approximation Algorithms can be considered for multi-objective problem solving, and On-line Scheduling can tackle the problem of increasing the number of machines. The presented results of the main path and development trajectories of PMSP and its sub-domains in this study can provide references for practical applications in relevant industries and for future research.
摘 要 i
Abstract ii
致謝 iv
目錄 v
表目錄 vii
圖目錄 viii
第一章 緒論 1
1.1 研究動機 1
1.2 研究目的 3
1.3 研究限制 4
1.4 文獻架構 4
第二章 文獻探討 6
2.1平行機排程問題 6
2.1.1平行機排程問題分類 6
2.1.2平行機排程三域符號說明 7
2.1.3平行機排程問題相關回顧文獻 8
2.2主路徑分析相關文獻 12
第三章 研究方法 16
3.1研究流程 16
3.2資料來源 17
3.3關鍵字搜索與資料彙集 17
3.4文獻篩選 18
3.5主路徑分析(Main Path Analysis) 20
3.6集群分析(Cluster Analysis) 26
3.7 h-index與g-index 30
3.8 軟體介紹 32
第四章 研究結果 37
4.1資料統計結果 37
4.1.1期刊統計排名 38
4.1.2作者統計排名 40
4.1.3國家統計排名 42
4.2平行機排程主路徑分析 43
4.2.1全域主路徑 43
4.2.2關鍵延伸主路徑 53
4.3 集群分析 58
4.3.1第一子集群—具序列相依整備時間 60
4.3.2 第二子集群—批次處理 62
4.3.3第三子集群—具有學習效應與退化性作業限制 65
4.3.4第四子集群—近似演算法 67
4.3.5第五子集群—線上排程 69
第五章 結論與建議 71
5.1研究結論 71
5.2未來研究建議 74
參考文獻 75
附錄 85


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