博碩士論文 974206022 詳細資訊




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姓名 葉曉如(Hsiao-ju Yeh)  查詢紙本館藏   畢業系所 工業管理研究所
論文名稱 生產配銷系統之廠址決策
(Determination of facility location in production-distribution system)
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摘要(中) 生產配銷系統在於決定最佳工廠和倉庫位置、規模、數量和配送的路線,因此在物流網路是非常重要的議題。設計此系統配置問題最常見為間斷型混整數規劃,但須花費許多時間收集詳細相關資料,及利用演算法求得最佳解,因此我們利用連續型近似模型求解,此方法只須藉由簡要的資訊和分析型模型。此篇論文主要探討,一間公司將在銷售市場設置新廠房以服務當地的顧客,然而每間工廠有各自的服務區域,產品在有限產能工廠生產後直接配送到當地顧客,且顧客的需求為不確定性。此篇論文目標為求得公司所需最小成本以符合顧客需求,且經由此模型可得知所需工廠數及主要運送的區域面積。最後,此篇提出數值範例和敏感度分析,以利經營者做決策。
摘要(英) The production-distribution system design is one of the most important issues for the logistic network. It involves the determination of the location and size of the service facility and warehouse, transportation routes. Production-distribution system problems are solved usually by discrete mixed integer programming models which take much time to collect detailed data and obtain the optimal solution. But continuum approximation models need only concise summaries of data and analytic models. So we use continuous models to solve this problem. In this thesis, a firm wants to construct new facilities serve an entire market region where each facility serves a single sub-region. Items of customers’ demand are produced by the capacitated facility and are conveyed from the facility to customers by vehicles. Moreover, the customers’ demand is uncertain. Our goal is to find the minimum total cost for the production-distribution design problem. We can determine that how many facilities the firm needs and then get the size of the primary delivery region. Finally, we perform numerical studies and find how the parameters affect our models to facilitate decision makers.
關鍵字(中) ★ 連續型近似模型
★ 生產配銷系統設計
★ 物流系統
關鍵字(英) ★ continuous approximation models
★ logistics system
★ production-distribution system design
論文目次 Content
中文摘要 i
Abstract ii
List of Figures v
List of Tables vi
1. Introduction 1
1.1 Background and Motivation 1
1.2 Research objective 2
1.3 Research framework 3
2. Literature review 5
2.1 Logistics system 5
2.2 Production – distribution system design 6
2.3 Continuum approximation models 7
3. The Model 9
3.1Problem and environment statement 9
3.2 The definition of notations 10
3.3 The continuous approximation model 11
3.3.1 The model of vehicle routing problem 11
3.3.2 The model of uncertain demand 12
4. Numerical Analysis 16
4.1 The model in example 1 16
4.2 The model in example 2 17
4.3 The analysis of the parameters 19
5. Conclusion 31
5.1 Finding 31
5.2 Further research 32
References 33
參考文獻 References
1. Beardwood, J., J.H. Halton and J.M Hammersley. (1959), “The shortest path through many points,” Proceeding of the Cambridge Philosophical Society, Vol.55., pp. 299-327.
2. Beckmann, M. (1968), Location Theory, Random House, New York.
3. Beckmann, M. (1952), “A continuous model of transportation,” Econometrica, Vol. 20, pp. 643-660.
4. Blumenfeld, D.E., L.D. Burns, J.D Diltz and C.F. Daganzo (1985), “Analyzing Trade-Offs between Transportation, Inventory and Production Costs on Freight Networks,” Transportation Research Part B: Methodological, Vol.19, pp. 361-380.
5. Council of Logistics Management (1993), Measuring and Improving Productivity in Physical Distribution.
6. Daganzo, C.F. (1984), “The length of tours in zones of different shapes,” Transportation research. Part B, Vol. 18, pp. 135-145.
7. Daganzo, C.F. (1984), “The distance travelled to visit N points with a maximum of C stops per vehicle: an analytic model and an application,” Transportation science, Vol. 18, pp. 331-350.
8. Daganzo, C.F. and G.F. Newell (1986), “Configuration of physical distribution networks,” Networks, Vol.16, pp. 113-132.
9. Daganzo, C.F. (1999), Logistics Systems Analysis, Springer.
10. Daganzo, C. F. and A.L. Erera (1999), “On Planning and Design of Logistics Systems for Uncertain Environments.”
11. Dascil, A. and G. Laporte (2005), “An analytical approach to the facility location and capacity acquisition problem under demand uncertainty,” Journal of the Operational Research Society, Vol. 56, pp. 397-405.
12. Dasci, A. and V. Verter (2001), “A continuous model for production-distribution system design,” European Journal of Operational Research, Vol. 129, pp. 287-298.
13. Daskin (1985), “Logistics: an overview of the state of the art and perspectives on future research,” Transportation research. Part A, Vol. 19, pp. 383-398.
14. Drezner, Z. (1995), Facility Location: A Survey of Applications und Methods, Springer.
15. Eilon, S., C.D.T. Watson-Gandy and N. Christofides (1971), Distribution management, Griffin.
16. Erlenkotter, D. (1989), “The general optimal market area model,” Annals of Operations Research, Vol. 18, pp. 43-70.
17. Geoffrion, A.M. (1976), “The purpose of mathematical programming is insight, not numbers,” Interfaces, Vol. 7, pp. 81-92.
18. Goetschalckx, M., C.J. Vidal and K. Dogan (2002), “Modeling and design of global logistics systems: A review of integrated strategic and tactical models and design algorithms,” European Journal of Operational Research, Vol. 143, pp. 1-18.
19. Hall, R.W. (1986), “Discrete models/continuous models,” Omega, Inf. J. of Mgmt Sci., Vol. 14, pp. 213-220.
20. Kantorovitch, L. (1942), “On the translocation of masses,” Dokl. Akad. Nauk SSSR., Vol. 37, pp.227-229.
21. Kaufman, L., M.V. Eede and P. Hansen (1977), “A Plant and Warehouse Location Problem,” Operational Research Quarterly, Vol. 28, pp. 547-554.
22. Klose, A. and A. Drexl (2005), “Facility location models for distribution system design,” European Journal of Operational Research, Vol. 162, pp. 4-29.
23. Newell, G.F. (1973), “Scheduling, location, transportation and continuum mechanics: some simple approximations to optimization problems,” SIAM Journal of Applied Mathematics, Vol. 25, pp. 346-360.
24. Newell, G.F. (1980), Traffic Flow on Transportation Networks, MIT Press, Cambridge, MA.
指導教授 葉英傑(Ying-chieh Yeh) 審核日期 2010-6-28
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