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  • 學位論文

延遲生產政策下考量重工之生產存貨模式

Optimal Production Inventory Replenishment Policy Considering Production Postponement and Rework

摘要


本研究基本架構為不完生產之兩階段供應鏈,製造商自製通用零組件,向供應商訂購差異零組件進行成品組裝回應需求,其中允許缺貨、不良品重工及廢棄。製造商所組裝之N項成品彼此間獨立,生產排程間亦彼此獨立,即為有N項兩階段供應鏈同時進行。 本研究加入兩項政策,並建立模式來討論,一則是推遲政策,二則是品質改善政策。製造商藉由模組化零組件,降低設置成本,減少差異零件訂購次數。利用一對數函數,增加投資改善生產能力,減少不良品產出比例,上述兩種方法有效降低總成本。 將實際政策以數學模式呈現,並利用Maple13與Excel軟體計算模式有全域或局部最佳,並求取最佳生產量、最適缺貨量、最佳不良品比例及最小單位時間平均總成本。並根據敏感度分析,來探討各參數變動對於決策變數之影響,以利廠商決策考量。

並列摘要


This paper presents a basic framework for a two-stage supply chain with backorder, rework and scrap. The manufacturer produces a generic component, and orders additional components from its suppliers. Afterward, the manufacturer assembles the end-products with generic and different components. The end-products are assembled independently under different production schedules in a two-stage production. This study proposes two models representing two different strategies. First is the postponement strategy that reduces the setup cost and decreases the order times by modular components. Second is the quality improvement strategy that reduces the occurrence of defective items. The results illustrate that both strategies can effectively reduce the supply chain total cost. Numerical examples and sensitivity analyses are provided to demonstrate the validity of the proposed models. We use Maple 13 and Excel to solve the models. This paper gives valuable insight in determining an optimal replenishment policy under the given production environment.

參考文獻


[1] Alderson W., (1950), “Marketing efficiency and the principle of postponement”, Cost and Profit Oulook 3, pp.1-3.
[2] Chiu S.W., Ting C.-K. & Chiu Y.-S. P., (2007), “Optimal production lot sizing with rework, scrap rate, and service level constraint”, Mathematical and Computer Modelling, 46, pp.535-549.
[3] Chiu S.W., Gong D.C., Wee H.M., (2004),“The effects of the random defective rate and the imperfect rework process on the economic production quantity model”, Japan Journal of Industrial and Applied Mathematics, 21, pp.375-389.
[4] Chiu S. W., Wang S.-L. & Chiu Y.-S. P.,(2006), “Determing the optimal run time for EPQ model with scrap, rework, and stochastic breakdowns”, European Journal of Operational Research, 180, pp.664-676.
[5] Chiu Y. P., (2003), “Determining the optimal lot sizing for the finite production model with random defective rate, the rework process, and backlogging”, Engineering Optimization, 35, pp.427-437.

被引用紀錄


王筱琪(2015)。產能限制與不良品質下之供應鏈成本效益模式發展〔碩士論文,淡江大學〕。華藝線上圖書館。https://doi.org/10.6846/TKU.2015.00194
謝佑宗(2015)。探討整合生產端與客戶端之最佳生產週期與配送策略之含當機、報廢並(n+1)次配送與多樣產品兩階段延遲產品差異化之生產方案〔碩士論文,朝陽科技大學〕。華藝線上圖書館。https://www.airitilibrary.com/Article/Detail?DocID=U0078-2502201617124630
郭俊賢(2015)。整合製造商與顧客之含當機、重工和(n+1)次配送與兩階段式多樣產品延遲產品區隔生產方案之最佳生產週期與配送策略〔碩士論文,朝陽科技大學〕。華藝線上圖書館。https://www.airitilibrary.com/Article/Detail?DocID=U0078-2502201617124732

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