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(1)

Basics of Supply Chain Management

Session 2

(2)

Basics of Supply Chain

Management

Introduction to

Supply Chain

Management

Aggregate

Inventory

Management

Demand

Management

Item Inventory

Management

Capacity

Management

and

Production

Activity

Control

Theory of

Constraints

and

Review

Activity

Material

Requirements

Planning

Lean/JIT

and

Quality

Systems

Master

Planning

Purchasing

and

Physical

Distribution

1.

2.

3.

4.

5.

6.

7.

8.

9.

10.

(3)

Demand Management Processes

• Describe the significance of marketing management and customer

relationship management

• Explain the role and objectives of demand planning (forecasting and

customer order management)

Characteristics of Demand

• Differentiate independent from dependent demand

• Identify at least five sources of independent demand

• Recognize at least four demand patterns

(4)

Basic Forecasting Concepts

• Describe three planning levels that are supported by demand forecasts

• Explain four major principles of forecasting and three principles of data

collection and preparation

• Differentiate quantitative from qualitative forecasting techniques

Estimate Demand

• Calculate and explain the logic of an exponential smoothing forecast

• Explain the logic behind the calculation of a seasonal forecast

• Calculate and explain the use of the mean absolute deviation

(5)

Demand Management Processes

Session 1

(6)

Marketing

Management

Customer

Relationship

Management

(CRM)

Demand

Planning

Demand Management Processes

Forecasting &

Other

Demands (e.g.

Internal)

Marketing

Strategy &

Product

Management

Customer

Interaction &

Order

Management

These topics

are covered

in the CSCP

Program

(7)

Marketing Mix: The Four Ps

Product

Price

Promotion

Place

The four P’s are used to implement marketing strategy via product positioning, product differentiation, and market segmentation. Each attribute should contribute to the creation of Order Qualifiers & Order Winners consistent with strategy.

The design, features, cost, service, etc.., of the product need to be aligned with the market segment requirements and the pricing strategy.

Key decision is whether to compete with a commodity product or provide value that will bring premium pricing.

Must decide what sales promotion and advertising approach is right for the product marketing strategy.

Such decisions as sales channels used, distribution inventory policy, and network design are critical to providing the product where and when the customer wants it.

(8)

Order Qualifiers and Winners

Order qualifiers—Competitive characteristics that a

firm’s products and services must exhibit in order

for the firm to be a viable competitor in the

marketplace

Order winners—Competitive characteristics that

cause customers to prefer a firm’s products and

services over those of its competitors

(9)

Customer Relationship Management

Design assistance: helping in the design of new

products or improvement of existing ones

Customer needs: assessing the customer’s

business and creating (expanding) product

offerings

Information and communications: collecting and

analyzing customer data to support marketing,

sales, and customer service

(10)

Order Management

CRM plays a major role in operations efficiency and

customer service through:

Fast and accurate order entry and tracking

Meet promised delivery dates and quantities

Handle customer inquiries and service

complaints, returns, and repair

Accurate and timely shipping documentation,

invoicing, and recording of sales history

Real-time, on-line order confirmation using Available-to-Promise functionality is best.

Measure and improve “Delivery Reliability”

“Perfect Order Fulfillment” is the goal. Firm should be easy to do business with.

(11)

Demand Planning

Recognition of customer requirements through

– Forecasts

– Management of orders from

• Internal customers

• External customers

Internal Customer External Customer Forecast Distribution Replenishment

Sample Demand Plan - APO

(12)

Characteristics of Demand

Session 2

(13)

Independent vs. Dependent Demand

Only independent demand needs to be forecasted

Dependent demand should never be forecasted; it

should be calculated

In this example,

only the

“arrows” would

be forecasted.

The components

would be

calculated using

MRP.

(14)

Sources of Demand

Forecasts

Customer orders

Replenishment orders from DCs

Interplant transfers

Other

Estimate of future demand based on quantitative or qualitative methods or a combination of the two.

Orders from external customers, represents “actual” demand not estimated demand.

Based on both forecast placed at the DC level and customer orders placed at the DC.

Orders from other divisions or affiliates within the firm.

(15)

Demand Patterns: Trend

Quarters

Deman

d

Increasing

Decreasing

Level

Trends can be “linear” or “exponential”

(16)

Demand Patterns: Seasonal Demand

De

man

d

Quarters

Third Quarter is always high

First quarter is always low

In this case, Seasonal & Trending Upward

(17)

Cyclical Pattern

Growth or Expansion

Recession or Contraction

The general economy goes through periods of expansion or growth followed by

contraction or recession.

(18)

Stable vs. Dynamic Demand

Stable demand retains same general shape

over time

and average demand may yield a

usable forecast

.

Dynamic demand tends to be erratic

and more

difficult to forecast.

Stable vs.

Dynamic

Demand

Stable

Dynamic

Average demand

(19)

Forecasting

Session 2

(20)

Introduction

Purposes and uses of the forecast

Principles of forecasting

(21)

How Forecasting Supports Planning

Planning Level

Forecast

Horizon (up to)

Business Planning

Sales volume ($); new

market and supply

chain initiatives

2 to 10 years

Sales and Operations

Planning

Physical units of

production at the

product family level

1 to 3 years

Master Scheduling

Physical units of

production at the end

item level

3 to 18 months

The business should generate a “one number” forecast at the detailed level which can then be aggregated by

(22)

Principles of Forecasting

Forecasts

Are rarely 100% accurate over time

Should include an estimate of error

Are more accurate for product groups and

families

Are more accurate for nearer periods of

(23)

Data Collection and Preparation

Record data in terms needed for the

forecast

Record demand and in similar forecast periods as manufacturing.

Record circumstances relating to the data

Weather, price changes, competitors initiatives

Record demand separately for different

customer groups

(24)

Data Collection and Preparation Example

Customer A’s annual demand:

Customer B’s annual demand:

Total:

Average over 12 months:

12,000

6,000

18,000

1,500 per month

Month

1

2

3

4

5

6

7

8

9

10

11

12

A

6000

6000

B

500

500

500

500

500

500

500

500

500

500

500

500

Average

Forecast

(Produce)

1500

1500

1500

1500

1500

1500

1500

1500

1500

1500

1500

1500

PAB 1000 2000 -3000 -2000 -1500 -1000 -0- 1000 -4000 -3000 -2000 -1000

(25)

Forecasting Techniques

Session 2

(26)

Forecasting

Techniques

Qualitative

Quantitative

Judgment

Mathematics

Intrinsic

(Time Series)

Extrinsic

(Causal)

Forecasting Techniques

• Using housing start forecasts to predict

demand for construction chemicals

• Using weather forecasts to predict demand

for agricultural chemicals

• Based on historical sales • Assumes the past demand

pattern will continue Includes inputs from Sales &

(27)

Qualitative Techniques

Are based on intuition and informed opinion

Tend to be subjective

Are used for business planning and forecasting for

new products

Are used for medium-term to long-term forecasting

Use such tools as surveys, expert opinions, marketing estimates of changes, etc…

Contain more “bias” (tendency to over or under forecast) than quantitative methods.

Factor in qualitative information about the economy, competitors, trends, etc.. .

Because quantitative forecasts are based on history and longer term changes must be input by marketing and sales.

(28)

Quantitative Techniques: Extrinsic

Based on correlation and causality

Rely on external indicators

Useful in forecasting total company demand or

demand for families of products

Two types of leading indicators

– Economic

– Demographic

For example, Consumer Price Index, Housing Starts, Auto Build Rates, Unemployment Rates, Interest Rates, Stock Prices, etc….

For example, decrease prices to increase sales; higher unemployment leads to lower consumer spending.

Adjustments based on these type inputs is usually not applied at the article level.

e.g. Housing Starts, Defense Contracts, Consumer Spending, etc…

(29)

Quantitative Techniques: Intrinsic

Based on several assumptions

– The past helps you understand the future

– Time series are available

– The past pattern of demand predicts the future pattern of

demand

Examples

– Moving Averages

– Exponential Smoothing

Future buying will be similar to past buying.

Accurate demand data exist in the firm’s software system.

No major change expected in demand components (e.g. trend, seasonality, etc..)

Best used with horizontal demand patterns with only random variation. No good with trends or seasonality.

Provides the ability to place more weight on recent data points which in times of change may be more representative of the demand pattern.

(30)

Moving Averages: Principles

Best used when demand is stable and there is

little trend or seasonality, and demand variations

are random

When past demand shows random variation…

– Do not second-guess what the effect of random

variation will be

– It is better to forecast based on average demand

(31)

Moving Average Forecast Example

Assume it is the end of December;

forecast demand for the next month, January

Jan Feb Mar Apr

May Jun Jul

Aug Sep Oct

Mo.1

Nov

Mo.2

Dec

Mo.3

Jan

92

83

66

74

75

84

84

81

75

63

91

84

?

60 65 70 75 80 85 90 95 1 2 3 4 5 6 7 8 9 10 11 12 Avg.

What forecast would you choose

for January and Why? 79

(32)

Moving Average Forecast Logic

Month 4 forecast

Σ demand for months 1 - 3

number of months

=

288

3

=

= 96 units

Moving average forecast = average demand of past periods

Key:

= sum

Moving average forecast for month 4

Month

Demand

Three-month total

Forecast

1

102

2

91

3

95

288

(33)

Class Problem 2.1

Month

Demand

Three-month

total

Forecast

1

102

2

91

3

95

4

105

5

94

6

101

7

(34)

Month

Demand

Three-month

total

Forecast

1

102

2

91

3

95

4

105

5

94

6

101

7

Class Problem 2.1 Solution

288

96

291

97

294

98

300

100

(35)

Class Problem 2.1 Solution (cont

.)

Month

Three-month

total

Forecast

3

288

4

291

96

5

294

97

6

300

98

7

100

90 92 94 96 98 100 102 104 106 0 2 4 6 8 D e m a n d Period Actual Forecast

(36)

Three-Month Moving-Average Forecast

Month

Demand

Three-month total

Forecast

1

89

2

89

3

94

272

4

91

274

91

5

95

280

91

6

104

290

93

7

106

305

97

8

110

320

102

9

107

(37)

Six-Month Moving-Average Forecast

Month

Demand

Six-month total

Forecast

1

89

2

89

3

94

4

91

5

95

6

104

562

7

106

579

94

8

110

600

97

9

100

(38)

Moving Averages: Lessons Learned

The moving average forecast will lag

the development of a rising or falling

trend

The farther back the moving average

forecast reaches for data, the greater

the lag

The three-month moving average

forecast may have overreacted if the

demand surge had abated

The moving average forecast works

best when demand is stable with

random variation; it will “filter out”

random variation

80 85 90 95 100 105 110 1 2 3 4 5 6 7 8 Actual Sales 3-Mth MovAvg 6-Mth MovAvg

(39)

Exponential Smoothing Logic

Take the old forecast and the actual demand for

the latest (most current) period

Assign a weighting factor or smoothing constant

(α, alpha) to the latest period demand vs. the old

forecast

Calculate the weighted average of the old

forecast and the latest demand

New forecast = (α) (latest demand) + (1 – α) ( old forecast)

(40)

Smoothing Constant (α, Alpha)

Low smoothing constant gives more weight to the

old forecast: e.g.,

– α = .2 for latest demand (e.g. period X)

– 1 – α = .8 for old forecast (also period X)

Appropriate if demand is stable, not rising or falling

Run simulations with different α values to see

which one best fits the historical demand pattern

(41)

Class Problem 2.2

A. Prepare an exponential smoothing forecast for June.

May data: actual demand = 220; forecast = 200.

Calculate the forecast for June using a smoothing constant

(α) of .20

B. Prepare an exponential smoothing forecast for July.

June data: actual demand = 240

Calculate the forecast for July also using a smoothing

constant (α) of .20

(42)

Class Problem 2.2 Solution

A. Prepare an exponential smoothing forecast for June.

= (.2) 220 + (.8) 200 =

= 44 + 160 = 204

B. Prepare an exponential smoothing forecast for July.

= (.2) 240 + (.8) 204 =

= 48 + 163 = 211

New forecast = (α) (latest demand) + (1 – α) (previous forecast)

May Actual Demand = 220 Units May’s Forecast = 200 Units

Actual June Demand = 240

(43)

Average demand

for all periods

De

man

d

(units

)

Time (quarters)

Seasonal demand

Seasonal Demand

(44)

Seasonal Forecast Process

1

2

3

Calculate a seasonal index of demand for

each period to establish seasonality

Develop a deseasonalized demand forecast

spanning all periods

Develop a seasonal forecast for each

period of the year being forecast

(45)

Quarter

Average Quarterly Demand/100

Seasonal Index

1

128/100

=

1.28

2

102/100

=

1.02

3

75/100

=

0.75

4

95/100

=

0.95

Total

=

4.00

Seasonal Demand Indexes (Step 1)

Average demand for all quarters = = 100 units

400

4

Demand History

Year

Quarter

Total

1

2

3

4

1

122

108

81

90

401

2

130

100

73

96

399

3

132

98

71

99

400

Average

128

102

75

95

400

Average Period Demand/Average Demand

(46)

Make the forecast for the next year

(The business

expects to sell 420 in Year 4)

De-seasonalize the forecast — distribute it evenly

across the four quarters

Annual forecast

No. of periods

=

De-seasonalized demand

(average demand/period)

105 units

420

4

=

=

(47)

Seasonal Forecast (Step 3)

Expected quarter demand

=

(seasonal index)

(deseasonalized forecast

demand)

Expected first quarter demand

=

1.28 X 105 = 134 units

Expected second quarter

demand

=

1.02 X 105 = 107 units

Expected third quarter demand =

.75 X 105 = 79 units

Expected fourth quarter

demand

=

.95 X 105 = 100 units

Total forecast demand

=

420 units

Calculation

(48)

Tracking the Forecast

Session 2

(49)

Forecasts are rarely 100% correct over time.

Why track the forecast?

– To understand why demand differs from the forecast

– To plan around error in the future

– To improve forecasting methods

never

Random Variations alone ensures some error will occur.

Develop safety stock targets, make contingency plans in case of demand peaks, etc..

Identifying errors and investigating to find root causes will result in improved forecasting methods.

And take actions to eliminate error.

(50)

Bias vs. Random Variation

Bias

Random Variation

Cumulative demand may not be the

same as forecast

Demand will vary plus and minus

about the average

Month Forecast Actual Variation Forecast Actual Variation

1

100

90

-10

100

105

+5

2

100

125

+25

100

94

-6

3

100

120

+20

100

98

-2

4

100

125

+25

100

104

+4

5

100

120

+20

100

103

+3

6

100

110

+10

100

96

-4

Cumulative

Total

600

690

+90

600

600

0

Bias exists since cumulative

variation is not zero.

There is no bias since

(51)

Jan

Feb

Mar

Apr

May

Jun

Jul

Aug

Sep

Oct

Nov

Dec

Total

Forecast

500

500

500

500

500

500

500

500

500

500

500

500

-

Actual

460

520

530

490

460

500

530

490

530

480

490

520

-

Absolute

deviation

40

20

30

10

40

0

30

10

30

20

10

20

260

(52)

Σ Absolute errors

No. of

periods

=

MAD

260

12

= 22 units

=

Key:

= Sum; I I = Absolute Value

n

|

|

MAD =

n

|A - F|

Use “Absolute” error as both over and under forecasting are problems.

MAPE =

A - F

A

[%]

n

MAPE =

A - F

A

[%]

n

A - F

A

[%]

A - F

A

A - F

A

[%]

n

(53)

MAD Analysis: Normal Distribution

-3

-2

-1

0

1

2

3

MAD

-66

-44

-22

22

44

66

Units

If the data is normally distributed, 60% of the data points will fall within +or- 1 MAD or 22 Units. Ninety (90%) will fall within +or- 2 MADs.

(54)

Uses of Forecast Measurement

Identify changes and trends in demand

Identify and adjust for forecast error that results from

random events

Adjust the period forecast so that it is close to the true

forecast average demand to minimize bias

Making decisions on safety stock and service levels based

on the degree of random variation (forecast error)

For example, calculate statistical safety stocks using the standard deviation of error. For example, remove data outliers that vary significantly from average demand. So the forecasting method can be changed to match the new demand pattern.

(55)

Supply Chain Management Implications

• Decrease reliance on long-term forecasts and

increase ability to react quickly to demand

• Collaborate with customers and suppliers,

especially in sharing demand information

• Increase manufacturing flexibility internally and

operations integration externally with customers

and suppliers

Deal with demand uncertainty through process improvements

Improved manufacturing flexibility and reduced lead times make it possible to react more quickly to changes in demand.

(56)

Basics of Supply Chain Management

Session 2

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