透過您的圖書館登入
IP:3.135.205.146
  • 學位論文

應用等候線網路於供應鏈庫存維持性之分析

Queueing Model Analysis on The Survivability of Supply Chain in Disruption Risk

指導教授 : 張國華

摘要


近年來,市場已走向全球化,因此為了滿足產品多樣性的需求,企業藉由精實生產模式,達到生產成本降低並且提高產品品質。然而,受到供應鏈全球化的影響,使供應商分佈在世界各地,當供應商分佈範圍越廣時,不可預期的風險也會隨著增加,例如天災、勞工糾紛以及恐怖攻擊...等等。一旦發生不可預期的狀況時,將對供應鏈造成嚴重的衝擊,進而使公司損失慘重。因此可以藉由風險管理的方法來評估供應商斷貨對公司所造成的影響。 本研究應用精實生產系統於等候線網路,探討當供應商斷貨時,在現有的基本庫存下,供應鏈持續運作的時間。在本研究中持續運作的時間(直到沒有原物料而停產的時間)即稱之為維持性(survivability)。 首先,本研究建構一個單一系統的模式,可透過模式計算系統的維持性;並且,進一步延伸探討多站系統之模式,其中因數學模式過於複雜,故採用階段性機率分佈(phase-type distribution)來估計其系統維持性;最後,藉由數據分析模式的合理性。本研究的目的在於分析當供應商停止供貨後,供應鏈系統基於現有的半成品與零組件庫存,還能使系統正常營運多久,提供管理者作為參考。

並列摘要


Globalization leads to a competitive market demanding various products at low costs and good quality as well as quick and on-time delivery. Lean production is one of the solutions. Because of globalization, the supplier may be dispersed all over the world. As the supplier's dispersion increase, the risk of unexpected situations will increase, too. Such as natural disasters, labor strikes, or terrorist attacks. Once it happened, it may cause serious disruption risk. One way to assess the consequent risk when suffering the disruption is to know how long it can continue to operate based on the existing resources when the disruption occurs or how long the production in a supply chain will survive. In this study, we model a lean production system as a queueing network, and assess how long the system can survive based on existing resources. Firstly, we consider a system with single station, it is easier to assess the survivability of the system. After the previous work, we extend the system into multiple stations and use phase-type approximation to estimate survivability of the system. The objective of this study is to analyze how long the system can continue to operate based on the existing parts and semi-products when one of the suppliers suffering disruption. This study can provide references to managers.

參考文獻


[1]Al-Begain, K., Dudin, A., Klimenok, V., and Dudin, S. (2012) "Generalized survivability analysis of systems with propagated failures." Computers & Mathematics with Applications, 64, 12, 3777-3791.
[2]Atan, Z. and Snyder, L. V. (2012) "Inventory strategies to manage supply disruptions"Supply Chain Disruptions 115-139.
[3]Balakrishnan, J., Bowne, F., and Eckstein, A. L. (2008) "A strategic framework for managing failure in JIT supply Chains." International Journal of Information Systems and Supply Chain Management, 1, 4, 20-38.
[6]Frank, H. (1974) "Survivability analysis of command and control communications networks-part I." Communications, IEEE Transactions on, 22, 5, 589-595.
[7]Habib, M. F., Tornatore, M., Dikbiyik, F., and Mukherjee, B. (2013) "Disaster survivability in optical communication networks." Computer Communications, 36, 6, 630-644.

被引用紀錄


黃依庭(2015)。探討多站供應商生產系統需求回復時間之分析〔碩士論文,中原大學〕。華藝線上圖書館。https://doi.org/10.6840/cycu201500883
黃竹雅(2015)。吸態時間分析應用在庫存生產系統〔碩士論文,中原大學〕。華藝線上圖書館。https://doi.org/10.6840/cycu201500874
吳昌曄(2014)。多供應商與多加工站流水型生產系統回應時間之分析〔碩士論文,中原大學〕。華藝線上圖書館。https://doi.org/10.6840/cycu201400904

延伸閱讀