Page 32 - DCAP601_SIMULATION_AND_MODELING
P. 32

Simulation and Modelling



                      Notes         (Since we are intereste.d in simulation here and not in inventory theory, we will not investigate
                                    the reasonableness  of the replenishment policy  too critically.  Ours is undoubtedly a  very
                                    simplified model.)
                                    The problem does not easily lend itself to an analytic solution; it is best therefore to solve it by
                                    ;imuiation. Let us simulate the running of the store for about six months (180 days) under each
                                    of the five policies and then compare their costs.
                                    A simulation model of this inventory system can be easily constructed by stepping time forward
                                    in the fixed increment of a day, starting with Day 1, and continuing up to Day 180. On a typical
                                    day, Day i, first we check to see if merchandise is due to arrive today. If yes, then the existing
                                    stock S is increased by Q (the quantity that was ordered). If DEM is the demand for today, and
                                    DEM  S, our new stock at the end of today will be (S – DEM) units. If DEM > S, then our new stock
                                    will be zero. In either case, we calculate the total cost resulting from today's transactions, and
                                    add it to the total cost C incurred till yesterday. Then we determine if the inventory on hand plus
                                    units on order is greater than P, the reorder point. If not, place
                                                               Cost of Inventory Policy (P, Q)

























































            26                               LOVELY PROFESSIONAL UNIVERSITY
   27   28   29   30   31   32   33   34   35   36   37