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In this paper, we consider deterministic inventory model with power demand and constant deteriorating in considered. The time - varying holding cost is al linear function of time. Shortage are allowed and fully backlogged. The items (like food grains, fashion apparels and electronic equipments) have fixed shelf- life which decreases with time during the end of the season. Using the differential equations the instantaneous state of inventory is derived. With suitable cost considerations the total cost function is obtained. By minimizing the total cost function the optimal ordering policies are derived. A numerical illustration is presented to demonstrate the model and the sensitivity analysis of various parameters is carried out.

An EOQ Model for Deteriorating Items with Power Demand and Time – Varying Holding Cost