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研究生: 洪振祐
Chen-yu Hung
論文名稱: 在閉環供應鏈下考慮不良品返修與回收品再製之最佳存貨策略
Optimal inventory polices in a closed-loop supply chain with reworking and remanufacturing
指導教授: 陳正綱
Cheng-kang Chen
口試委員: 葉瑞徽
Ruey-huei Yeh
洪大為
Ta-wei Hung
學位類別: 碩士
Master
系所名稱: 管理學院 - 資訊管理系
Department of Information Management
論文出版年: 2011
畢業學年度: 99
語文別: 英文
論文頁數: 67
中文關鍵詞: 閉環供應鏈存貨再製造不完美品質
外文關鍵詞: closed-loop supply chain, inventory, Remanufacture, Imperfect quality
相關次數: 點閱:213下載:13
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  • 此篇論文研究單一供應商和單一買方考慮不良品返修與回收品再製的整合存貨系統之存貨問題。本文的目的是藉由最小化整合存貨系統的單位時間期望總成本來確定生產週期從供應商至買方之最佳出貨總次數與每生產週期之最佳生產批量。我們利用數學公式制定了整合存貨系統的相關成本。藉由數學公式,建立一個簡單的求解程序以獲得相對應的單位時間期望總成本。最後,提供數值例子論證該求解程序並且進行相關參數的敏感性分析來說明整合存貨系統的幾個特性。


    This article investigates the inventory problem of an integrated inventory system for a single vendor and a single buyer with reworking defective items and remanufacturing used items. The objective of this article is to optimally determine the total number of shipments per production cycle from the vendor to the buyer and lot size per production cycle by minimizing the expected total cost per unit time of the integrated inventory system. Relevant costs of the integrated inventory system are mathematically formulated. Following the mathematical formulations, a simple solution procedure is established to obtain the corresponding expected total cost per unit time. Finally, a numerical example is provided to demonstrate the solution procedure and the sensitivity analyses of relevant parameters are also conducted to illustrate several features of the integrated inventory system.

    致謝 摘要 Abstract TABLE OF CONTENTS LIST OF FIGURES LIST OF TABLES Chapter 1. Introduction Chapter 2. Literature review Chapter 3. Model Development 3.1 Assumptions 3.2 Notation Chapter 4. Mathematical Formulation 4.1 Mathematical formulation for the system 4.1.1 Mathematical formulation for the vendor 4.1.2 Mathematical formulation for the buyer 4.2 The integrated system 4.3 Solution procedure 4.4 Numerical example 4.5 Sensitivity analyses Chapter 5. Mathematical Formulation with remanufacturing 5.1 Mathematical formulation for the system with remanufacturing 5.1.1 Mathematical formulation for the vendor with remanufacturing 5.1.2 Mathematical formulation for the buyer with remanufacturing 5.2 The integrated system with remanufacturing 5.3 Solution procedure with remanufacturing 5.4 Numerical example with remanufacturing 5.5 Sensitivity analyses with remanufacturing Chapter 6. Concluding Remarks References

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