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Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

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Page 1: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Inventory ControlThe Logistics of Risk

or

When a Refrigerator isn’t!

Page 2: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

What is Porter’s value chain?

• A representation of a firm’s internal structure made up of primary & support activities.

Primary - inbound logistics, operations, outbound, marketing, sales and service.

Support – procurement, technology development, HR management, accounting & general management.

Page 3: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Inventory Risk Objectives• Explain why inventory management is referred to as the

logistics of risk. (too much or too little!)• Give examples of how logistics provides/creates form,

time and place utility. • Define economic order quantity (EOQ), cycle, in-transit,

safety and dead stocks.• Calculate and illustrate average total (with and without

safety stocks) and pipeline inventory as well as EOQ.• List components of Inventory carrying costs.

Page 4: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Good Inventory Management

Inventory decisions which incorporate the:• The right _______• The right ________• At the right __________• _______________

Page 5: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

When is a refrigerator not a refrigerator?

• When it is in Cincinnati but it is wanted in Lexington.

• When it is in the crate in the backroom as the potential buyer is shopping

__________________• When it is white rather than the desired mauve.• When it is 10 ft3 rather than the desired size. _________________• When it is manufactured in December but

demanded in July___________________________________

Page 6: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

The Nature of Inventory

Inventory Shortages (stock outs) cause • _________________,• Extended shut downs of

_________________________• ________________________ • ________________________

Page 7: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

The Nature of Inventory (cont.)

Excess inventory causes ____________________________• Opportunity cost of capital (interest on

investment)____________________________________________________________________________________________________________________________________________

Page 8: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Average Inventory

• Graphic

• Algebraic; I = OQ/2 where I = average inventory and OQ is order quantity.

_____________________________

____________________________

Page 9: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Determine Order Quantity

Two major influences

____________________________

The more product we order each time the

____________________________- The more we order each time the

____________________________

____________________________

Page 10: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Example

• Each Item is valued at $600• ICC is 25% of that or $150• Transaction Cost or OC is $100• We move 4 units per week (208/year)• We could order from 1 unit ~ every 2 days

(4/week)or 208 units for the year.

Page 11: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Inventory Carrying Cost -

ICC = (OQ x V x R)/2

OQ=Oder Quantity, V=price & R=ICC rate

Or (you try)

____________________________

____________________________

Or

____________________________

Page 12: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Order Cost -

• Total OC = OC x S/OQ

Where S = yearly sales

At 10 units / order what is OC?

____________________________

Or

____________________________

Page 13: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Calculate the Total CostWhat is TC = ?____________________________

TC = ____________________________

TC = ____________________________

TC = ____________________________TC = total costOQ=quantity ordered/orderV= average unit value of productR=annual inventory carry charge as a %OC=ordering cost or $cost per orderS = Annual sales

Page 14: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Calculate from the example

• 2 orders per year• ICC = ____________________________• OC = ____________________________• TC = ____________________________• 104 orders per year• ICC = ____________________________• OC = ____________________________• TC = ____________________________

Page 15: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

04/19/2304/19/23

Annual D # of Orders units/order Ave Inv Ave Inv Value Annual ICC Annual OCAnnual Total Cost

208.00 2 104 52 $31,200.00 $7,800.00 $200.00 $8,000.00208.00 8 26 13 $7,800.00 $1,950.00 $800.00 $2,750.00208.00 10 20.8 10.4 $6,240.00 $1,560.00 $1,000.00 $2,560.00208.00 12 17.33333 8.666667 $5,200.00 $1,300.00 $1,200.00 $2,500.00208.00 16 13 6.5 $3,900.00 $975.00 $1,600.00 $2,575.00208.00 104 2 1 $600.00 $150.00 $10,400.00 $10,550.00

Inventory Carrying and Ordering Costs

Page 16: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Inv Carrying & Ordering Cost

$0.00

$5,000.00

$10,000.00

$15,000.00

$20,000.00

2 27 52 77 102 127

# Orders/Year

Costs

Inv Carry Costs

Order Costs

Total Costs

Page 17: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Economic Order Quantity• TC = (OQ x V x R)/2 + (OC x S)/OQ• Solve by taking the

____________________________

____________________________

____________________________

____________________________

____________________________

____________________________

Page 18: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Cycle stocks

• Are those items

____________________________

• They meet the

____________________________

assuming we can predict demand & replenishment times.

• Now back to reality!

Page 19: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

In-Transit stocks

• Items ____________________________

• They are not available for sale but are ____________________________• Sometimes called ____________________________• Do I want to receive supplies f.o.b. destination or f.o.b.

origin?• Can this be substantial? Lets look.

Page 20: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Average Pipeline Inventory

• Shipping time is 30 days,• The order cycle is 5 days,• A shipment is 100 units• What is the average pipeline inventory?• A shipment begins on days, 0, 5, 10, 15, 20, 25 & 30, …. .• They arrive on days 30, 35, 40, …

• FORMULA TO CALCULATE # SHIPMENTS IS St/OC

• 30/5= # shipments in transit• 100 units per shipment = 600 units of transit inventory at

$3,000 per item = $1,800,000

Page 21: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Average Pipeline Inventory

• Shipping time is 10 days,• The order cycle is 2 days,• A shipment is 300 units• What is the average pipeline inventory?You calculate in transit inventory• A shipment begins on days, 0, 2, 4, 6, 8, 10, …. .• They arrive on days 10, 20, 30, …________________________________________________________

Page 22: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Safety Stocks

• Demand may exceed what we expect so

____________________________

• Product may be in transit

____________________________

Page 23: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Dead Stocks

• An SKU that

____________________________

Page 24: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Uncertainty

• Demand varies

____________________________• Order cycle times are

____________________________• Communication time

____________________________

Transportation times are

____________________________• So, we have a new trade-off.

Page 25: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

ICC versus Stock Out Costs!• Safety stock ________________________________________________________per year (too many OC’s w/ lumpy demand can hurt)• Demand probability varies during an order cycle.____________________________various order cycle times.• Gross savings ____________________________• Back-Order costs________________________________________________________________________________________________________________

Page 26: Inventory Control The Logistics of Risk or When a Refrigerator isn’t!

Components of Inventory Carrying Cost

____________________________

____________________________

____________________________

____________________________

____________________________

____________________________

____________________________