研究生: |
阮氏芳娟 NGUYEN - THI PHUONG QUYEN |
---|---|
論文名稱: |
利用兩階段啟發式演算法與動態規劃求解資源受限下組裝線平衡之問題 ─ 以縫紉鞋子之生產線為例 Solving Resource-Constraint Assembly Line Balancing Problem in Footwear Industry |
指導教授: |
吳建瑋
Chien-Wei Wu 陳建良 James C. Chen |
口試委員: |
王孔政
Kung-Jeng Wang |
學位類別: |
碩士 Master |
系所名稱: |
管理學院 - 工業管理系 Department of Industrial Management |
論文出版年: | 2013 |
畢業學年度: | 101 |
語文別: | 英文 |
論文頁數: | 52 |
中文關鍵詞: | 裝配生產線的設計 、設備分配 、遺傳算法 、優先級規則為基礎的方法 、啟發式算法 、動態規劃 |
外文關鍵詞: | assembly line design, equipments assignment, genetic algorithm, priority rule-based method, heuristic procedure, dynamic programming. |
相關次數: | 點閱:330 下載:3 |
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本研究主要探討資源受限下組裝線平衡之問題,並以鞋業製程中的縫紉產線為主。鞋業的製程可以依據性別、尺寸、顏色、款式與材質等不同的屬性而分成很多階段。當生產新產品時,生產線就必須符合不影響其限制下重新設計。本研究透過兩個方法並以微軟的Visual C# 來撰寫程式以求解上述的問題。其中,第一種啟發式演算法是以結合基於優先權的方法與基因演算法的兩階段式方法來求解。另一種方法則是利用被歸類為精確演算法的倒推式動態規劃法。此方法是用以彌補啟發式演算法在尋求最佳解過程中的一些限制情況。此外,研究方法的計算結果會針對工作站的數量而言與舊的方法做比較。最後,透過實驗設計得知在中等規模的情況下,本研究提出的方法優於先前的研究。
This paper considers the assembly line problem in sewing line of footwear manufacturing which is classified into Resource-Constrained Assembly Line Balancing Problem (RCALBP) class. The manufacturing process includes many stages that are specific for each kind of product attribute such as gender, size, color, sole type and material. Whenever a new product is produced, the production line should be re-designed to match with its manufacturing process in terms of without violating related constraints. Two proposed methods are given to solve RCALBP. The first method is two-stage heuristic approach with a combination of priority rule-based method (PRBM) in the first stage and proposed genetic algorithm in the second stage. The second method is backward dynamic programming, which is divided into the group of exact algorithms. This method is developed as a complementary for the first one due to the limitations of the heuristic approaches in the process to find optimal solutions. The two proposed methods are programmed in Microsoft Visual C # Express to solve the mentioned problems. The results are compared to existing research in terms of number of workstation for each mentioned problem. An experimental design is also performed to analyze the problem with respect to the problem size and the precedence shape. The experimental results point out that two proposed method is superior to the existing approaches in terms of objective function for medium-scale problem.
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