An experimental investigation into inventory management policies at a service centre
Companies always need to satisfy customers with different types of service requirements, such as response time. Therefore, companies start to separate customers into different customer classes according to their service requirement. However, this is a big challenge for the companies to come out w...
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Format: | Final Year Project |
Language: | English |
Published: |
2009
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Subjects: | |
Online Access: | http://hdl.handle.net/10356/20708 |
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Institution: | Nanyang Technological University |
Language: | English |
Summary: | Companies always need to satisfy customers with different types of service
requirements, such as response time. Therefore, companies start to separate
customers into different customer classes according to their service requirement.
However, this is a big challenge for the companies to come out with an effective inventory policy so that it can satisfy different customer classes with
the minimum inventory cost. When the inventory reaches below critical level
(rationing), the demand from lower priority customer classes is rejected (or to
be backordered) as the inventory will be reserved to satisfy the demand from
high priority customer classes.
In this final year project, inventory rationing policies are put into consideration
to design a model to do experiments by varying some inventory policy
parameters. The customers are separated into two different classes based
on the backorder cost (penalty cost) if not satisfying their demands. Total
annual inventory cost consists of holding cost, re-ordering cost and
backorder cost (penalty cost).
ARENA software is used to design a model to simulate in order to analyze
the effect of holding cost, order quantity and critical level on the total cost.
Two models, which are inventory rationing policy and inventory policy without
rationing, are used for comparison.
The results show that the inventory rationing policy is very critical to company
as it can effectively minimize the total cost in order to maximize the profits
without scarifying the service level to meet the demands. |
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