PROVIDING A MODEL FOR REDUCING DRUG SUPPLY CHAIN COST WITH USING DESIGN OF EXPERIMENTS; CASE STUDY: IMAM ALI (AS) CARDIOVASCULAR HOSPITAL OF KERMANSHAH CITY

Subject Areas : Applied Mathematics Modeling

Mohammad Ehsanifar ¹ , Parastu Farhaadi ² , Sina Shalibeik ³

1 - Department of Industrial Engineering, IAU Arak
2 - Master of Industrial Engineering- Islamic Azad University- Arak- Iran
3 - Doctorate of Business Administration- IMI- Markazi Province- Arak- Iran

Received: 2022-03-02 Accepted : 2021-12-18 Published : 2021-05-01

Keywords: Full factorial, Fisher Test, One-way Analysis of Variance (One Way ANOVA), Design Of Experiments(DOE), Drug Supply Chain,

Abstract :

Abstract:The objective of this study was to optimize the costs of health logistics in the studied system and to cope with the planned budget cuts for health and treatment for the studied system. The question was that; what was the most influential factor in increasing costs, which reduced the planned healthcare budget concerning the studied system? At first a number of variables were defined. Using one-way analysis of variance, we examined the costs in the 12 months of 2016, whether the total costs in the 12 months of 2016 were equal or not. Then, using the Fisher test investigated among the 12 months, which month (s) were the most expenditure; after that, it is important to determine what has caused this high costs. Finally, we presented a model for optimizing and reducing costs. For these cases, the design of experiments and the full factorial design were used. The results of one-way ANOVA showed that the total amount of costs in the 12 months of 2016 were not equal. Fisher test showed that the second and fifth months had the highest cost; also, design of experiments with full factorial method showed that the cost-increasing factors were orders, stockroom and demand, respectively.