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研究生: 戴若楹
Jo-Ying Tai
論文名稱: 考量商品類別互斥下的多尺寸箱型裝箱問題
Considering incompatible product categories in multiple bin-size bin packing problem
指導教授: 曹譽鐘
Yu-Chung Tsao
口試委員: 王孔政
Kung-Jeng Wang
林久翔
Chiuhsiang Joe Lin
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: 2022
畢業學年度: 110
語文別: 英文
論文頁數: 45
中文關鍵詞: 衝突裝箱問題多箱型裝箱問題模擬退火演算法基因演算法
外文關鍵詞: Bin Packing Problem with Conflicts, Multiple Bin-Size Bin Packing Problem, Simulated Annealing, Genetic Algorithm
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  • 優化訂單履行流程對物流業至關重要。在包裝過程中用智慧方法代替人工基於經驗判斷的作業方式,不僅可以提高工作效率,還可以消除投入資源的浪費。在這項研究中,我們聚焦於考量互斥商品類別的三維多尺寸箱型裝箱問題 (Three-dimensional multiple bin-size bin packing problem with compatible categories, 3D-MBSBPPCC),其中用於包裝商品的箱子具有不同的尺寸,且只有屬於相容商品類別的商品才能包裝在同一個箱子中。在考量特定的限制條件下,本研究旨在開發啟發式演算法來找出最佳的商品裝箱方案,藉此更有效地利用投入資源,並提升包裝的效率和安全性。
    以最小化所需箱數和最小化箱子總浪費空間為目標,我們首先使用降序首次適應演算法尋找初始解。接著應用配箱演算法執行包裝作業和評估解決方案。然後採用以模擬退火為基底的演算法,通過在子集合之間移動商品來改善解決方案。最後提出基於模擬退火演算法和基因演算法的混合啟發式演算法改善求解品質。我們使用實際的例子進行測試。測試結果顯示,所提出的演算法可以有效地解決該問題。


    Optimizing the order fulfillment process is crucial to the logistics industry. Replacing experience-based judgment with intelligent methods in the packing process not only improves work efficiency but also eliminates resource wastage. In this study, we focus on the three-dimensional multiple bin-size bin packing problem with compatible categories (3D-MBSBPPCC), where different box types are used to pack the products and only products from compatible categories can be packed in the same box. By considering specific constraints, this study aims at developing an algorithm to find the best packing pattern, which can make better use of resources, and improve packaging efficiency and security.
    With the goal of minimizing the number of boxes required and minimizing the total unused space in the boxes, we first use the first-fit decreasing algorithm to find an initial solution. Next, the carton configuration algorithm is applied to perform packing and evaluate the solution. Then, a simulated annealing (SA)-based algorithm is employed to improve the solution by moving the products among the subsets of the solution. Finally, hybrid metaheuristics, based on both SA and the genetic algorithm, are proposed to improve the solution quality. We test our proposed packing algorithms on real-world instances. The experimental results demonstrate that the proposed algorithms are effective in solving the 3D-MBSBPPCC.

    摘要 I ABSTRACT II ACKNOWLEDGMENTS III CONTENT IV LIST OF FIGURES VI LIST OF TABLES VII CHAPTER 1 INTRODUCTION 1 1.1 Background and motivation 1 1.2 Research objectives 4 1.3 Research organization 4 CHAPTER 2 LITERATURE REVIEW 6 2.1 Bin packing problem (BPP) 6 2.2 Container loading problem (CLP) 8 CHAPTER 3 MODEL FORMULATION 10 3.1 Problem definition 10 3.2 Mathematical model 12 3.2.1 Single in-size bin packing problem 12 3.2.2 Multiple bin-size bin packing problem 14 3.3 Proposed heuristic algorithms 18 3.3.1 Product grouping 19 3.3.2 Objective function value 20 3.3.3 First-fit decreasing algorithm 24 3.3.4 Proposed SA framework 26 3.3.5 Proposed SA-GA framework 29 CHAPTER 4 NUMERICAL EXPERIMENTS 31 4.1 Test instances 31 4.2 Computational results 34 CHAPTER 5 CONCLUSIONS 42 5.1 Conclusions 42 5.2 Future research 43 REFERENCE 44

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