After reading the Passage
Managing Inventories-Reorder Point System, I summarised 2 Demand, 3 Cost, 5
Inventory and 1 Model.
The Inventory management is about
how to forecast demand and integrate the supply chain to make it more
effective and lower the cost. In order to reach this goal, we have to make clear the constraints
and method. In this blog, I would like to discuss the key concepts and introduce 1 Model to calculate the
proper quantity of the inventory.
Firstly , I ‘d like to introduce
those key concepts involved with assumption and constraints.
2 Demands: forecast demand and
required demand
Forecast Demand: coming from customer, distributor and service part,
while the required demand coming from fixed clients’ orders. Our model are
based on the latter one.
Our goal is to meet the fluctuation
demands.
3 Costs:
Ordering Cost: The cost to make the order, like labor cost for the
negotiation, paper cost and so on.
Carrying Cost: The cost in transportation.
Holding Cost: The cost in Maintenance
Our Goal is to reduce the 3
costs.
5 Inventories:
Cycle Stock Inventory: The
average stock in fiscal period ( Involved Quantity discount realized)
Pipeline Inventories: Time delays
in producing, handling and distributing product
Safety(Buffer) Sock Inventory: to
make the inventory able to meet fluctuated market demands and therefore no
stocking out happens, it’s a kind of redundancy, but also offers responsiveness
Seasonal(Anticipation)
inventories: Adjust inventory according to seasonal change or anticipation
Speculation inventories: Buy
inventories in case of the big fluctuation of price in the inventory in short
time.
The goal here is to find the way to manage the five inventories.
The goal here is to find the way to manage the five inventories.
One Model:
Finally I'd like to introduce a simple and useful math model from the reading material on cost analysis, how to make the right order to make the cost smallest under certain amount Annual Requirement, Carrying cost per unit, ordering cost and holding cost in proportion with carrying cost.
Finally I'd like to introduce a simple and useful math model from the reading material on cost analysis, how to make the right order to make the cost smallest under certain amount Annual Requirement, Carrying cost per unit, ordering cost and holding cost in proportion with carrying cost.
We assume the Annual Requirement
R, Each order Q, carrying cost C/unit , Ordering cost S, K is a fraction of the
Inventory holding cost to carrying cost.
We got the following formula:
Annual Cost=R/Q*(S+C*Q)=R*S/Q+R*C+K*C*Q/2
ACmin when Q*Q=2*R*S/KC
Q=Square Root(2*R*S/KC)
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