论文信息 - A (r,r,Q) inventory model for spare parts involving equipment criticality

A (r,r,Q) inventory model for spare parts involving equipment criticality

Abstract Demand for spare parts can sometimes be classified into critical and non-critical demand, depending on the criticality of the equipment for production. To effectively handle this situation in spare parts inventory control, we propose a ( r , r , Q ) inventory model for spare parts where some of the stock is reserved for critical demand. A solution procedure to determine the reorder point r , which is equal to the critical level, and the reorder quantity Q is presented. Finally, some numerical examples of the spare parts of semiconductor equipment are presented to illustrate the results of using the proposed policy.

[1] Rommert Dekker,et al. Inventory rationing in an (s, Q) inventory model with lost sales and two demand classes , 1998, J. Oper. Res. Soc..

[2] Paul R. Kleindorfer,et al. Service Constrained s, S Inventory Systems with Priority Demand Classes and Lost Sales , 1988 .

[3] A. F. Veinott. Optimal Policy in a Dynamic, Single Product, Nonstationary Inventory Model with Several Demand Classes , 1965 .

[4] Ali M. Al-Bahi,et al. Spare provisioning policy based on maximization of availability per cost ratio , 1993 .

[5] Richard V. Evans. Sales and Restocking Policies in a Single Item Inventory System , 1968 .

[6] R. Dekker,et al. A spare parts stocking policy based on equipment criticality , 1998 .

[7] D. M. Topkis. OPTIMAL ORDERING AND RATIONING POLICIES IN A NONSTATIONARY DYNAMIC INVENTORY MODEL WITH n DEMAND CLASSES , 1968 .

[8] Steven Nahmias,et al. Operating Characteristics of an Inventory System with Rationing , 1981 .

[9] David F. Pyke,et al. Inventory management and production planning and scheduling , 1998 .

[10] R. Dekker,et al. On the (S − 1, S) lost sales inventory model with priority demand classes , 2002 .

[11] Elsayed A. Elsayed,et al. Analysis and control of production systems , 1993 .

[12] Yushin Hong,et al. A stock rationing policy in a (s,S)-controlled stochastic production system with 2-phase Coxian processing times and lost sales , 2003 .