Chapter 13 Sourcing Materials and Services Learning Objectives
Chapter 13: Learning Objectives
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Transcript of Chapter 13: Learning Objectives
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You should be able to:1. Define the term inventory, list the major reasons for holding
inventories, and list the main requirements for effective inventory management
2. Discuss the nature and importance of service inventories3. Explain periodic and perpetual review systems4. Explain the objectives of inventory management5. Describe the A-B-C approach and explain how it is useful6. Describe the basic EOQ model and its assumptions and solve
typical problems7. Describe the economic production quantity model and solve typical
problems8. Describe the quantity discount model and solve typical problems9. Describe reorder point models and solve typical problems10. Describe situations in which the single-period model would be
appropriate, and solve typical problems
Chapter 13: Learning Objectives
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Inventory A stock or store of goods
Independent demand items Items that are ready to be sold or used
Inventory
Inventories are a vital part of business: (1) necessary for operations and (2) contribute to customer satisfaction
A “typical” firm has roughly 30% of its current assets and as much as 90% of its working capital invested in inventory
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Raw materials and purchased parts Work-in-process (WIP) Finished goods inventories or
merchandise Tools and supplies Maintenance and repairs (MRO)
inventory Goods-in-transit to warehouses or
customers (pipeline inventory)
Types of Inventory
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Inventory management has two main concerns: Level of customer service
Having the right goods available in the right quantity in the right place at the right time
Costs of ordering and carrying inventories The overall objective of inventory management is
to achieve satisfactory levels of customer service while keeping inventory costs within reasonable bounds
Measures of performance Customer satisfaction
Number and quantity of backorders Customer complaints
Inventory turnover
Objectives of Inventory Control
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Management has two basic functions concerning inventory: Establish a system for tracking items in
inventory Make decisions about
When to order How much to order
Inventory Management
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Requires: A system keep track of inventory A reliable forecast of demand Knowledge of lead time and lead time
variability Reasonable estimates of
holding costs ordering costs shortage costs
A classification system for inventory items
Effective Inventory Management
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Periodic System Physical count of items in inventory made at
periodic intervals Perpetual Inventory System
System that keeps track of removals from inventory continuously, thus monitoring current levels of each item An order is placed when inventory drops to a
predetermined minimum level Two-bin system
Two containers of inventory; reorder when the first is empty
Inventory Counting Systems
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Forecasts Inventories are necessary to satisfy customer
demands, so it is important to have a reliable estimates of the amount and timing of demand
Point-of-sale (POS) systems A system that electronically records actual sales Such demand information is very useful for
enhancing forecasting and inventory management Lead time
Time interval between ordering and receiving the order
Demand Forecasts and Lead Time
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Purchase cost The amount paid to buy the inventory
Holding (carrying) costs Cost to carry an item in inventory for a length
of time, usually a year Ordering costs
Costs of ordering and receiving inventory Setup costs
The costs involved in preparing equipment for a job
Analogous to ordering costs
Inventory Costs
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Shortage costs Costs resulting when demand exceeds the
supply of inventory; often unrealized profit per unit
Inventory Costs
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A-B-C approach Classifying inventory according to some
measure of importance, and allocating control efforts accordingly
A items (very important) 10 to 20 percent of the number of items in
inventory and about 60 to 70 percent of the annual dollar value
B items (moderately important) C items (least important)
50 to 60 percent of the number of items in inventory but only about 10 to 15 percent of the annual dollar value
ABC Classification System
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ABC Analysis
A Items
B ItemsC Items
Per
cent
of a
nnua
l dol
lar u
sage
80 –70 –60 –50 –40 –30 –20 –10 –
0 – | | | | | | | | | |
10 20 30 40 50 60 70 80 90 100
Percent of inventory items
Class A: 10 to 20% of items, 60-70% annual $ usageClass B: IntermediateClass C: 50 to 60% of items, <= 15% annual $ usage
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Cycle counting A physical count of items in inventory
Cycle counting management How much accuracy is needed?
A items: ± 0.2 percent B items: ± 1 percent C items: ± 5 percent
When should cycle counting be performed? Who should do it?
Cycle Counting
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Economic order quantity models identify the optimal order quantity by minimizing the sum of annual costs that vary with order size and frequency The basic economic order quantity model The economic production quantity model The quantity discount model
How Much to Order: EOQ Models
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The basic EOQ model is used to find a fixed order quantity that will minimize total annual inventory costs
Assumptions: Only one product is involved Annual demand requirements are known Demand is even throughout the year Lead time does not vary Each order is received in a single delivery There are no quantity discounts
Basic EOQ Model
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The Inventory Cycle
Profile of Inventory Level Over Time
Quantityon hand
Q
Receive order
Placeorder
Receive order
Placeorder
Receive order
Lead time
Reorderpoint
Usagerate
Time
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Average inventory on hand
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Annual Holding cost + Annual Ordering cost
Annual Holding cost (Average inventory) x Holding cost per unit
per year (Q/2) x H
Annual Ordering cost Number of orders placed per year x Cost to
place one order (D/Q) x S
Total Annual Cost
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Total Annual Cost
orderper cost Ordering yearper unitsin usually Demand,
yearper usually unit,per cost (carrying) Holding unitsin quantity Order
where
2
Cost Ordering AnnualCost Holding AnnualCost Total
SDHQ
SQDHQ
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Goal: Total Cost Minimization
Order Quantity (Q)
The Total-Cost Curve is U-Shaped
Ordering Costs
QO
Ann
ual C
ost
(optimal order quantity)
Holding Costs
SQDHQTC
2
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Using calculus, we take the derivative of the total cost function and set the derivative (slope) equal to zero and solve for Q.
The total cost curve reaches its minimum where the carrying and ordering costs are equal.
Deriving EOQ
cost holdingunit per annualcost)der demand)(or annual(22
O HDSQ
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The batch mode is widely used in production. In certain instances, the capacity to produce a part exceeds its usage (demand rate) Assumptions
Only one item is involved Annual demand requirements are known Usage rate is constant Usage occurs continually, but production occurs
periodically The production rate is constant Lead time does not vary There are no quantity discounts
Economic Production Quantity (EPQ)
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EPQ: Inventory ProfileQ
Qp
Imax
Productionand usage
Productionand usage
Productionand usage
Usageonly
Usageonly
Cumulativeproduction
Amounton hand
Time
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rate Usage ratedelivery or Production
inventory Maximum where
2
Cost SetupCost CarryingTC
max
max
min
up
uppQ
I
SQDHI
p
EPQ – Total Cost
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upp
HDSQp
2
EPQ
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Quantity discount Price reduction for larger orders offered to
customers to induce them to buy in large quantities
Quantity Discount Model
priceUnit where
2
Cost PurchasingCost OrderingCost CarryingCost Total
P
PDSQDHQ
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Quantity DiscountsAdding PD does not change EOQ
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Quantity Discounts
The total-cost curve with quantity discounts is composed of a portion of the total-cost curve for each price
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Reorder point When the quantity on hand of an item drops to
this amount, the item is reordered. Determinants of the reorder point
The rate of demand The lead time The extent of demand and/or lead time variability The degree of stockout risk acceptable to
management
When to Reorder
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) as units timesame(in timeLeadLT per week) day,per period,per (units rate Demand
whereLTROP
dd
d
Reorder Point: Under Certainty
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Demand or lead time uncertainty creates the possibility that demand will be greater than available supply
To reduce the likelihood of a stockout, it becomes necessary to carry safety stock Safety stock
Stock that is held in excess of expected demand due to variable demand and/or lead time
Reorder Point: Under Uncertainty
StockSafety timelead duringdemand Expected ROP
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Safety Stock
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As the amount of safety stock carried increases, the risk of stockout decreases. This improves customer service level
Service level The probability that demand will not exceed
supply during lead time Service level = 100% - Stockout risk
Safety Stock?
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The amount of safety stock that is appropriate for a given situation depends upon: The average demand rate and average lead
time Demand and lead time variability The desired service level
How Much Safety Stock?
demand timelead ofdeviation standard Thedeviations standard ofNumber
where timelead during
demand Expected ROP
LT
LT
d
d
z
z
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Reorder Point: Demand Uncertainty
) as units time(same time Lead LT
) as units time(same periodper demand of stdev. The
per week) day,(per periodper demand Average
deviations standard ofNumber where
LT ROP
d
d
d
z
zLTd
d
d
LTLT dd Note: If only demand is variable, then
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Reorder Point: Lead Time Uncertainty
) as units time(same timelead Average LT
) as units time(same timelead of stddev. Theper week) day,(per periodper Demand
deviations standard ofNumber where
LT ROP
LT
LT
d
ddz
zdd
LTLT dd Note: If only lead time is variable, then
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Reorder Point: Demand and Lead Time Uncertainty
) as units time(same timelead Average LT
) as units time(same timelead of stddev. Theper week) day,(per periodper demand Average
deviations standard ofNumber where
LT ROP
LT
LT
d
dd
z
zdd
222LT LTdd dLT
Note: If both demand and lead time is variable, then
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Fixed-order-interval (FOI) model Orders are placed at fixed time intervals
Reasons for using the FOI model Supplier’s policy may encourage its use Grouping orders from the same supplier can
produce savings in shipping costs Some circumstances do not lend themselves to
continuously monitoring inventory position
How Much to Order: FOI
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Fixed-Quantity vs. Fixed-Interval Ordering
Fixed Interval
Fixed Quantity
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mereorder tiat handon Amount orders)between timeof(length intervalOrder OI
whereLTOILT)OI(
mereorder tiat handon Amount
stockSafety
intervalprotection during
demand Expected
Order toAmount
A
Azd d
FOI Model
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Single-period model Model for ordering of perishables and other
items with limited useful lives Shortage cost
Generally, the unrealized profit per unit Cshortage = Cs = Revenue per unit – Cost per
unit Excess cost
Different between purchase cost and salvage value of items left over at the end of the period
Cexcess = Ce = Cost per unit – Salvage value per unit
Single-Period Model
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The goal of the single-period model is to identify the order quantity that will minimize the long-run excess and shortage costs
Two categories of problem: Demand can be characterized by a continuous
distribution Demand can be characterized by a discrete
distribution
Single-Period Model
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Stocking Levels
Service level
So Balance Point
Quantity
Cs Ce
So =OptimumStocking Quantity
unitper cost excess unitper cost shortage
where
level Service
e
s
es
s
CC
CCC
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Improving inventory processes can offer significant cost reduction and customer satisfaction benefits Areas that may lead to improvement:
Record keeping Records and data must be accurate and up-to-date
Variation reduction Lead variation Forecast errors
Lean operations Supply chain management
Operations Strategy
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