A disruption production model with exponential demand

Khedlekar, U.

Abstract: In general, production system often gets disrupted due to uncertainty and un-planned events, which also affect demands resulting in less abet-margin of a company. With disrupted production system, management would need to study the variation of demand pattern and disruption of system; we have attempted an effort to establish an exponential demand with the production system and solved analytically the problem to determine production time before and after disruptions. Exponentially demand pattern studied, and also we simulate for sensitivity analysis in order to find which parameter is getting significant change for the proposed model.

How to cite this paper

        APA: Khedlekar, U. (2012). A disruption production model with exponential demand. International Journal of Industrial Engineering Computations, 3(4), 607-616.
    

        Chicago/Turabian: Khedlekar, U. 2012. "A disruption production model with exponential demand." International Journal of Industrial Engineering Computations 3, no. 4 (2012): 607-616.
    

        AMA: Khedlekar, U. A disruption production model with exponential demand. International Journal of Industrial Engineering Computations. 2012;3(4):607-616.
    

References

Al-Majed, M. I. (2002). Continuous-time optimal control of deteriorating inventory/production system using a demand observer. Journal King Saud University, 15(1), 81-94.

Balkhi, Z., & Bakry, A.S.H. (2009). A general and dynamic production lot size inventory model. International Journal of Mathematical Models and Methods in Applied Sciences, 3(3) 187-195.

Benjaafar, S., & EIHafsi, M (2006). Production and inventory control of a single product assemble-to-order system with multiple customer classes. Management Science, 52(12), 1896-1912.

Giri, B. C. Goswami, A. and Chaudhuri, K. S. (1996). An EOQ model for deteriorating items with time varying demand and costs. Journal of the Operational Research Society, 47(11), 1398–1405.

He, Y. Wang, S.Y., & Lai, K.K. (2010). An optimal production-inventory model for deteriorating items with multiple-market demand. European Journal of Operational Research, 203(3), 593-600.

Hou, K.L., & Lin, L.C. (2006). An EOQ model for deteriorating items with price-and stock-dependent selling rates under inflation and value of money. International Journal of System Science, 37(15), 1131-1139.

Joglekar, P. (2003). Optimal price and order quantity strategies for the reseller of a product with price-sensitive demand, Proceeding Academic Information Management Sciences. 7(1) 13-19.

Khedlekar, U. K., & Agrawal, R. K. (2009). A deterministic order level inventory model for two types of deteriorating items with three storage facility. Reflection Des Era (RDE), 5(1), 201-208.

Liao, J.-J. (2007). On an EPQ model for deteriorating items under permissible delay in payments, Applied Mathematical Modeling. 31(3) 393-403.

Lin, G.C., & Kroll, D. E. (2006). Economic lot sizing for an imperfect production system subject to random breakdowns. Engineering Optimization. 38(1) 73-92.

Lo, M.C. (2007). Decision supports system for the integrated inventory model with general distribution demand. Information Technology Journal, 6(7), 1069-1074.

Mishra, S. S., & Mishra, P.P. (2010). Price determination for an EOQ model for deteriorating items under perfect competition. Computer & Mathematics with Applications, 56(4) 1082-1101.

Qi, X., Bard, J. F., & Yu, G. (2004). Supply chain coordination with demand disruptions. Omega, 32, 301-312.

Samanta, G.P., & Roy, A. (2004). A production inventory model with deteriorating items and shortages. Yugoslav Journal of Operations Research, 14(2) 219-230.

Shukla, D., & Khedlekar, U.K. (2010). An order level inventory model with three-Component demand-rate (TCDR) for newly launched deteriorating item. International Journal of Operations Research-(IJOR-Taiwan), 7(2) 61-70.

Shukla, D., Khedlekar, U.K., Chandel, R.P.S., & Bhagwat, S. (2012). Simulation of inventory policy for product with price and time-dependent demand for deteriorating item. International Journal of Modeling, Simulation, and Scientific Computing, 3(1), 1-30.

Teng, J. T., & Chang, C. T. (2005). Economic production quantity model for deteriorating items with price and stock dependent demand. Computer & Operations Research, 32(2) 297-308.

Yang, P. C., & Wee, H. M. (2002). A single-vendor and multiple-buyers production-inventory policy for a deteriorating items. European Journal of Operational Research, 143(3) 570-581.