Two warehouse inventory model for deteriorating item with exponential demand rate and permissible delay in payment
DOI:
https://doi.org/10.2298/YJOR150404007KKeywords:
two warehouse, deteriorating item, exponential demand rate, inventory model, permissible delay in paymentAbstract
A two warehouse inventory model for deteriorating items is considered with exponential demand rate and permissible delay in payment. Shortage is not allowed and deterioration rate is constant. In the model, one warehouse is rented and the other is owned. The rented warehouse is provided with better facility for the stock than the owned warehouse, but is charged more. The objective of this model is to find the best replenishment policies for minimizing the total appropriate inventory cost. A numerical illustration and sensitivity analysis is provided.References
Abad, P.L., “Optimal pricing and lot sizing under conditions of perishability and partial backordering”, Management Science, 42 (1996) 1093-1104.
Benkherouf, L., “A deterministic order level inventory model for deteriorating items with two storage facilities”, International Journal of Production Economics, 48 (1997) 167-175.
Bhunia, A.K., and Maity, M., “A two warehouse inventory model for deteriorating items with linear trend in demand and shortages”, Journal of Operational Research Society, 49 (1998) 287-92.
Dave, U., “On the EOQ model with two level of storage”, Opsearch, 25 (1988) 190-196.
Dye, C.Y., and Ouyang, L.Y., and Hsieh, T.P., “Deterministic inventory model for deteriorating items with capacity constraint and time-proportional backlogging rate”, European Journal of Operational Research, 178 (3) (2007) 789-807.
Ghosh, S., and Chakrabarty, “An order level inventory model under two level storage system with time dependent demand”, Opsearch, 46 (3) (2009) 335-344.
Goyal, S.K., “EOQ under conditions of permissible delay in payments”, Journal of Operational Research Society, 36 (1985) 35-38.
Hartely, R.V., “Operation Research-A Managerial Emphasis”, Goodyear Publishing Company, 1976, 315-317.
Ishii, H., and Nose, T., “Perishable inventory control with two types of consumers and different selling prices under the warehouse capacity constraints”, International Journal of Production Economics, 44 (1996) 167-176.
Lee, C., and Ma, C., “Optimal inventory policy for deteriorating items with two warehouse and time dependent demands”, Production Planning and Control, 11 (2000) 689-696.
Lee, C., and Hsu, S., “A two warehouse production model for deteriorating items with time dependent demand”, European Journal of Operational Research, 194 (2009) 700-710.
Maiti, K., “Possibility and necessity representations of fuzzy inequality and its application to two warehouse production inventory problem”, Applied Mathematical Modeling, 35 (2011) 1252-1263.
Pakkala, T., and Acharya, K., “A deterministic inventory model for deteriorating items with two warehouses and finite replenishment rate”, European Journal of Operational Research, 57 (1992) 71-76.
Sana, S. S., “Optimal selling price and lot-size with time varying deterioration and partial backlogging”, Applied Mathematics and Computation, 217 (2010a) 185-194.
Sana, S. S., “Demand influenced by enterprises initiatives-A multi-item EOQ model of deteriorating and ameliorating items”, Mathematical and Computer Modeling, 52 (1-2) (2010b) 284-302.
Sana, S.S., “An economic order quantity model for nonconforming quality products”, Service Science 4 (4) (2012) 331-348.
Sana, S.S., “Price sensitive demand with random sales price–a newsboy problem”, International Journal of Systems Science, 43 (3) (2012) 491-498.
Sana, S.S., and Chudhuri, K.S., “An economic production lot size model for defective items with stochastic demand, backlogging and rework”, IMA Journal of Management Mathematics, 25 (2) (2014) 159-183.
Sana, S.S., and Goyal, S.K., “(Q, r, L) model for stochastic demand with lead-time dependent partial backlogging”, Annals of Operations Research, 233 (1) (2015) 401-410.
Sana, S.S., and De, S.K., “An EOQ model with backlogging”, International Journal of Management Science and Engineering Management, 11 (3) (2016) 143-154.
Sana, S.S., and Pal, B., and Chudhuri, K.S., “A distribution-free newsvendor problem with nonlinear holding cost”, International Journal of Systems Science, 46 (7) (2015) 1269-1277.
Sarma, K.V.S., “A deterministic inventory model two level of storage and an optimum release rule”, Opsearch, 20 (1983) 175-180.
Sarma, K.V.S., “A deterministic order level inventory model for deteriorating items with two storage facilities”, European Journal of Operational Research, 29 (1987) 70-73.
Shah, N. H., and Shukla, K.T., “Deteriorating inventory model for waiting time partial backlogging”, Applied Mathematical Sciences, 3 (9) 421-428.
Wee, H.M., and Yu, J.C.P., and Law, S.T., “Two warehouse inventory model with partial backordering and Weibull distribution deterioration under inflation”, Journal of the Chinese Institute of Industrial Engineers, 22 (6) (2005) 451-462.
Yang, H.L., “Two warehouse inventory model for deteriorating items with shortages under inflation”, European Journal of Operational Research, 157 (2004) 344-356.
Yang, H.L., “Two warehouse partial backlogging inventory model for deteriorating items under inflation”, International Journal of Production Economics, 103 (2006) 362-370.
Yanlai, Liang, and Fangming, Zhou, “A two warehouse inventory model for deteriorating items under conditionally permissible delay in payment”, Applied Mathematical Modeling, 35 (2011) 2221-2231.
Zhou, Y., “A multi-warehouse inventory model for items with time–varying demand and shortage”, Computers and Operations Research, 30 (2003) 509-520.
Zhou, Y.W., and Yang, S.L., “A two warehouse inventory model for items with stock-level dependent demand rate”, International Journal of Production Economics, 95 (2005) 215-228.
Downloads
Published
Issue
Section
License
Copyright (c) 2017 YUJOR
This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.