PROBABILISTIC INVENTORY MODEL WITH QUANTITY DISCOUNT AT CONDITION OF LOST SALES

Nursubiyantoro, Eko (2011) PROBABILISTIC INVENTORY MODEL WITH QUANTITY DISCOUNT AT CONDITION OF LOST SALES. Other thesis, UPN "VETERAN" YOGYAKARTA.

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Abstract

Inventory problem of probabilistic with quantity discount at condition of lost sales studies expansion of model who has been compiled by Rosling(2002). In journal The(r,Q) Inventory Model With Lost Sales expense of stock is calculated based on average-cost every cycle. Expansion modifies model expense of inventory with quantity discount. Model application to calculate request data of probabilistic case study at PT. Coca-Cola Bottling Indonesia Central Java Semarang the year 2010, before calculates probability stockout and reorder point based on the data. Probability stockout applied to know data reorder point and data lost sales. Completion of problem is done with simulation of stock total cost at condition of quantity discount, value Q* optimal utilized to change value Q used by Rosling(2002). Result is showing existence of significant influence from determination of order quantity, carrying cost, percentage of lost sales, expense of setup, and reorder point. Expense of cheapest inventory is material crown equal to Rp 66,397,175.00 this thing is possibility is caused chosen optimal order quantity is EOQ with normal price. Keyword: probabilistic demand, discount quantity, lost sales.

Item Type: Thesis (Other)
Subjects: 600 Teknologi
Divisions: Fakultas Teknologi Industri > Teknik Industri
Depositing User: Muji Isambina
Date Deposited: 23 Nov 2011 05:32
Last Modified: 20 May 2015 02:51
URI: http://repository.upnyk.ac.id/id/eprint/1038

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