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題名:On an EOQ Model with Ramp Type Demand Rate and Time Dependent Deterioration Rate
書刊名:International Journal of Information and Management Sciences
作者:Chen, Liang-hoOuyang, Liang-yuhTeng, Jinn-tsair
出版日期:2006
卷期:17:4
頁次:頁51-66
主題關鍵詞:InventoryDeteriorating itemsPartial backloggingRamp type function
原始連結:連回原系統網址new window
相關次數:
  • 被引用次數被引用次數:期刊(1) 博士論文(0) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:1
  • 共同引用共同引用:0
  • 點閱點閱:25
Recently, Manna and Chaudhuri [9] studied the EOQ model with ramp type demand rate, time-dependent deterioration rate, unit production cost and shortages. In this article, we extend their model by considering the backlogging rate, which is a negative exponential function of the waiting time until the next replenishment. In addition, we also add the setup cost into the model, and eliminate half of the unnecessary decision variables. We then use the commercial computer software, Mathematica, to find the optimal production policy.
期刊論文
1.Wu, Jong-wuu、Lin, Chinho、Tan, Bertram、Lee, Wen-chuan(19990900)。An EOQ Inventory Model with Ramp Type Demand Rate for Items with Weibull Deterioration。International Journal of Information and Management Sciences,10(3),41-51。  new window
2.Patel, L. K.、Dave, U.(1981)。(T, Si) Policy Inventory Model for Deteriorating Items with Time Proportional Demand。Journal of the Operational Research Society,32(2),137-142。  new window
3.Ghare, P. M.、Schrader, G. P.(1963)。A model for an exponentially decaying inventory。Journal of Industrial Engineerings,14,238-243。  new window
4.Mandal, B.、Pal, A. K.(1998)。Order Level Inventory System with Ramp Type Demand Rate for Deteriorating Items。Journal of Interdisciplinary Mathematics,1,49-66。  new window
5.Misra, Ram B.(1975)。Optimum Production Lot Size Model for a System with Deteriorating Inventory。International Journal of Production Research,13(5),495-505。  new window
6.Hariga, M. A.(1996)。Optimal EOQ Models for Deteriorating Items with Time-Varying Demand。Journal of the Operational Research Society,47,1228-1246。  new window
7.Giri, B. C.、Jalan, A. K.、Chaudhuri, K. S.(2003)。Economic Order Quantity Model with Weibull Deterioration Distribution, Shortage and Ramp-type Demand。International Journal of Systems Science,34(4),237-243。  new window
8.歐陽良裕、吳崑山(2000)。退化性產品在斜坡型需求率的存貨模式。行政院國家科學委員會研究彙刊:自然科學與工程,24(4),279-286。  延伸查詢new window
9.吳坤山(2001)。An EOQ Inventory Model for Items with Weibull Distribution Deterioration, Ramp Type Demand Rate and Partial Backlogging。Production Planning & Control,12(8),787-793。  new window
10.Abad, P. L.(1996)。Optimal Pricing and Lot-sizing Under Conditions of Perishability and Partial Backordering。Management Science,42(8),1093-1104。  new window
11.Balkhi, Z. T.(2001)。On a Finite Horizon Production Lot Size Inventory Model for Deteriorating Items: An Optimal Solution。European Journal of Operational Research,132,210-223。  new window
12.Balkhi, Z. T.、Benkherouf, L.(1996)。A Production Lot Size Inventory Model for Deteriorating Items and Arbitrary Production and Demand Rates。European Journal of Operational Research,92,302-309。  new window
13.Hill, R. M.(1995)。Inventory Model for Increasing Demand Followed by Level Demand。Journal of the Operational Research Society,46,1250-1259。  new window
14.Sachan, R. S.(1984)。On (T, Sï ) Policy Inventory Model for Deteriorating Items with Time Proportional Demand。Journal of the Operational Research Society,35,1013-1019。  new window
15.Teng, J.-T.、Chern, M.-S.、Yang, H.-L.、Wang, Y. J.(1999)。Deterministic Lot-size Inventory Models with Shortages and Deterioration for Uctuating Demand。Operations Research Letters,24,65-72。  new window
16.Yan, H.、Cheng, T. C. E.(1998)。Optimal Production Stopping and Restarting Time for an EOQ Model with Deteriorating Items。Journal of the Operational Research Society,49,1288-1295。  new window
17.Yang, H.-L.、Teng, J.-T.、Chern, M.-S.(2001)。Deterministic Inventory Lot-size Models under Inflation with Shortages and Deterioration for Fluctuating Demand。Naval Research Logistics,48,144-158。  new window
其他
1.Manna, S. K.,Chaudhuri, K. S.(2004)。An EOQ Model with Ramp Type Demand Rate, Time Dependent Deterioration Rate, Unit Production Cost and Shortages,0。  new window
 
 
 
 
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