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Inventory Management Training Course.
Citation preview
Stanisaw Krzyaniak1
Inventory Management
Inventories today: a curse, a blessing, a must..?
Crash Course on:
Stanisaw Krzyaniak2
1. Why do we keep inventories?
2. Typical demand classifications and analyses helpful in inventory
management.
3. Why high quality forecasting is so important for inventory
management?
4. Cost aspects of inventory management.
5. Material Decoupling Point - dependent and independent demands,
deterministic and stochastic approaches to inventory management.
Course programme:
Stanisaw Krzyaniak3
6. Calculation of safety and cycle stock.
7. Classical stock replenishment systems (Reorder Point and Cycle
Review) and their typical combinations.
8. Safety stock in case of dispersed inventories (square-root law).
9. Information Decoupling Point concept and its role in reduction of
stock levels.
10. Review of selected logistics concepts and solutions oriented on stock
reduction/rationalisation .
Course programme:
Stanisaw Krzyaniak4
1. Why do we keep inventories?
2. Typical demand classifications and analyses helpful in inventory
management.
3. Why high quality forecasting is so important for inventory
management?
4. Cost aspects of inventory management.
5. Material Decoupling Point - dependent and independent demands,
deterministic and stochastic approaches to inventory management.
Course programme:
Stanisaw Krzyaniak5
Why do we keep
inventories?
Crash Course on Inventories
Stanisaw Krzyaniak6
Inventory (stock) - materials in a supply chain or in
a segment of a supply chain, expressed in
quantities, locations and/or values, not used at
present, but kept for the future use (consumption/
/sale).
Why do we keep inventories?
Based on ELA Terminology
Stanisaw Krzyaniak7
5% Utility value
?95%
TH
RO
UG
HPU
T T
IME I
N A
SU
PPLY
CH
AIN
Among others, keeping
inventories is also here.
Why do we keep inventories?
Stanisaw Krzyaniak8
Why do we keep inventories?
Customer
service
Income Costs Profit
Working
capital
- =Return on
Investment
Inventories
Profit
Stanisaw Krzyaniak9
Why do we keep inventories?
Customer
service
Income Costs Profit
Working
capital
- =Return on
Investment
Inventories
Profit
Assets
Return on
Assests
Stanisaw Krzyaniak10
Materials stock (raw materials, components)
Work-in-progress stock
Finished products stock
Spare parts and auxiliary materials stock
By type and position in a pipeline
Stock classification
Why do we keep inventories?
Stanisaw Krzyaniak11
Deliveries Production Distribution
Work-in-progress
Raw materials and components
Finished products
Raw materials and components
Work-in-progress
Consumer goods
Auxillary materials, spare parts
Why do we keep inventories?
Stanisaw Krzyaniak12
Do you keep a stock of bread in your household?
Why do we keep inventories?
Stanisaw Krzyaniak13
Why do we keep inventories?
Do you keep a stock of bread in your household?
Stanisaw Krzyaniak14
Cycle stock
Safety stock
Seasonal stock
Speculation stock
Strategic stock
By the reasons for keeping
Stock classification
Why do we keep inventories?
Stanisaw Krzyaniak15
Fast moving (rotating) stock
Slow moving (rotating) stock
Not moving (rotating) stock
Obsolete stock
Emergency stock
By rotation
Stock classification
Why do we keep inventories?
Stanisaw Krzyaniak16
SS
SC
Q
Ssp
Cycle stock
Safety stock
Surplus stock
Why do we keep inventories?
Stock structure
Stanisaw Krzyaniak17
uncertainty of real demand,
uncertainty of real quantity, quality and timing of deliveries,
seasonal access to some materials and goods,
service level required by a customer,
expected difficulties with an access to some goods (expected rise of prices),
discounts offered for purchases of larger quantities,
some technical and/or organisational conditions of deliveries.
Stock maintaining, replenishment and its quantity result from:
Why do we keep inventories?
Stanisaw Krzyaniak18
Cycle stock:
Lack of possibilities to fully synchronise supplies with consumption,
Technical and/or organisational conditions (limitations),
Economic incentives (discounts).
Safety stock:
Random fluctuations of demand,
Forecast errors,
Long replenishment lead times,
Unpredictable delays,
Required service level.
Surplus stock:
Miscalculation of factors influencing safety stock,
Wrong estimation of the required service level,
Excessive safety measures taken to avoid stock-outs.
Why do we keep inventories?
Stanisaw Krzyaniak19
Good, because they: Bad, because they: Guarantee a continuous access to all
kinds of goods when supplies are
discontinues,
Guarantee access to goods in periods
when they are not available,
Ensure required service level
compensating random variations of
demand,
Ensure required service level
compensating delays of deliveries
random variations of replenishment
lead time.
Take space (warehouses),
Cost money (space, losses, capital);
carrying stock may cost annually up to
30% of its value.
So, is this good or bad to have inventories?
Why do we keep inventories?
Stanisaw Krzyaniak20
1. Why do we keep inventories?
2. Typical demand classifications and analyses helpful in inventory
management.
3. Why high quality forecasting is so important for inventory
management?
4. Cost aspects of inventory management.
5. Material Decoupling Point - dependant and independent demands,
deterministic and stochastic approaches to inventory management.
Course programme:
Stanisaw Krzyaniak21
Demand analyses
Crash Course on Inventories
Stanisaw Krzyaniak22
ABC analysis,
XYZ analysis,
Customer and supplier related analyses,
Trends & Seasonality,
Random deviations - demand profile,
Life-cycle analysis,
Identification of wild demand .
Demand analyses
Stanisaw Krzyaniak23
No Item codeNo of used/sold
itemsUnit price
Value of used/sold
items
Cummulated value
of used/sold items
1 10-01 15344 3,5 53 704,00 53 704,00 7,0%
2 10-02 23 76,1 1 750,30 55 454,30 7,2%
3 10-03 557 11 6 127,00 61 581,30 8,0%
4 10-04 1270 5,43 6 896,10 68 477,40 8,9%
5 10-05 7088 2,05 14 530,40 83 007,80 10,8%
6 10-06 278 20,66 5 743,48 88 751,28 11,6%
7 10-07 1513 2,53 3 827,89 92 579,17 12,1%
8 10-08 13 1178 15 314,00 107 893,17 14,1%
9 10-09 997 6,53 6 510,41 114 403,58 14,9%
10 10-10 8724 0,4 3 489,60 117 893,18 15,4%
11 20-01 1245 2,46 3 062,70 120 955,88 15,8%
12 20-02 7688 20,9 160 679,20 281 635,08 36,8%
13 20-03 679 6,2 4 209,80 285 844,88 37,3%
14 20-04 1190 5,14 6 116,60 291 961,48 38,1%
15 20-05 25799 0,89 22 961,11 314 922,59 41,1%
16 20-06 1409 32,6 45 933,40 360 855,99 47,1%
17 20-07 133 74,86 9 956,38 370 812,37 48,4%
18 20-08 799 15,34 12 256,66 383 069,03 50,0%
19 20-09 9887 9,3 91 949,10 475 018,13 62,0%
20 20-10 2234 2,40 5 361,60 480 379,73 62,7%
21 30-01 22 208,9 4 595,80 484 975,53 63,3%
22 30-02 12778 20,4 260 671,20 745 646,73 97,3%
23 30-03 79 63 4 977,00 750 623,73 98,0%
24 30-04 1313 9,92 13 024,96 763 648,69 99,7%
25 30-05 557 4,81 2 679,17 766 327,86 100,0%
Demand analyses - ABC classification
Stanisaw Krzyaniak24
Rules of the ABC analysis:
o establish a criterion,
o rank and sort assortment according to the established
criterion,
o calculate a total sum,
o calculate cumulative sums,
o calculate percentage share of cumulative sums in the
total sum,
o assign to group A items responsible for 80% of the
criterion value, to group B items responsible for further 15%, and the remaining items to group C.
Demand analyses - ABC classification
Stanisaw Krzyaniak25
A B C
Demand analyses - ABC classification
80:20
20% 30-50%
Stanisaw Krzyaniak26
Demand analyses - ABC classification
Stanisaw Krzyaniak27
A B C
Quantity
Price
XY
Z
Demand analyses ABC/XYZ classification
30-04
10-08
20-05
5 20-06 1409 32,6 45 933,40 612 936,90 80,0%
6 20-05 25799 0,89 22 961,11 635 898,01 83,0%
7 10-08 13 1178 15 314,00 651 212,01 85,0%
8 10-05 7088 2,05 14 530,40 665 742,41 86,9%
9 30-04 1313 9,92 13 024,96 678 767,37 88,6%
10 20-08 799 15,34 12 256,66 691 024,03 90,2%
Stanisaw Krzyaniak28
Quantity
Price
XY
Z
Demand analyses - XYZ classification
Stanisaw Krzyaniak29
Quantity
Price
XY
Z
Demand analyses - XYZ classification
Stanisaw Krzyaniak30
No Item codeNo of used/sold
itemsUnit price
Value of used/sold
items
Cummulated value
of used/sold items
Cumm.
[%]
1 10-01 15344 3,5 53 704,00 53 704,00 7,0%
2 10-02 23 76,1 1 750,30 55 454,30 7,2%
3 10-03 557 11 6 127,00 61 581,30 8,0%
4 10-04 1270 5,43 6 896,10 68 477,40 8,9%
5 10-05 7088 2,05 14 530,40 83 007,80 10,8%
6 10-06 278 20,66 5 743,48 88 751,28 11,6%
7 10-07 1513 2,53 3 827,89 92 579,17 12,1%
8 10-08 13 1178 15 314,00 107 893,17 14,1%
9 10-09 997 6,53 6 510,41 114 403,58 14,9%
10 10-10 8724 0,4 3 489,60 117 893,18 15,4%
11 20-01 1245 2,46 3 062,70 120 955,88 15,8%
12 20-02 7688 20,9 160 679,20 281 635,08 36,8%
13 20-03 679 6,2 4 209,80 285 844,88 37,3%
14 20-04 1190 5,14 6 116,60 291 961,48 38,1%
15 20-05 25799 0,89 22 961,11 314 922,59 41,1%
16 20-06 1409 32,6 45 933,40 360 855,99 47,1%
17 20-07 133 74,86 9 956,38 370 812,37 48,4%
18 20-08 799 15,34 12 256,66 383 069,03 50,0%
19 20-09 9887 9,3 91 949,10 475 018,13 62,0%
20 20-10 2234 2,40 5 361,60 480 379,73 62,7%
21 30-01 22 208,9 4 595,80 484 975,53 63,3%
22 30-02 12778 20,4 260 671,20 745 646,73 97,3%
23 30-03 79 63 4 977,00 750 623,73 98,0%
24 30-04 1313 9,92 13 024,96 763 648,69 99,7%
25 30-05 557 4,81 2 679,17 766 327,86 100,0%
Demand analyses - XYZ classification
Stanisaw Krzyaniak31
No Item codeNo of used/sold
itemsUnit price
Value of used/sold
items
Cummulated value
of used/sold items
Cumm.
[%]
1 10-01 15344 3,5 53 704,00 53 704,00 7,0%
2 10-02 23 76,1 1 750,30 55 454,30 7,2%
3 10-03 557 11 6 127,00 61 581,30 8,0%
4 10-04 1270 5,43 6 896,10 68 477,40 8,9%
5 10-05 7088 2,05 14 530,40 83 007,80 10,8%
6 10-06 278 20,66 5 743,48 88 751,28 11,6%
7 10-07 1513 2,53 3 827,89 92 579,17 12,1%
8 10-08 13 1178 15 314,00 107 893,17 14,1%
9 10-09 997 6,53 6 510,41 114 403,58 14,9%
10 10-10 8724 0,4 3 489,60 117 893,18 15,4%
11 20-01 1245 2,46 3 062,70 120 955,88 15,8%
12 20-02 7688 20,9 160 679,20 281 635,08 36,8%
13 20-03 679 6,2 4 209,80 285 844,88 37,3%
14 20-04 1190 5,14 6 116,60 291 961,48 38,1%
15 20-05 25799 0,89 22 961,11 314 922,59 41,1%
16 20-06 1409 32,6 45 933,40 360 855,99 47,1%
17 20-07 133 74,86 9 956,38 370 812,37 48,4%
18 20-08 799 15,34 12 256,66 383 069,03 50,0%
19 20-09 9887 9,3 91 949,10 475 018,13 62,0%
20 20-10 1554 3,45 5 361,30 480 379,43 62,7%
21 30-01 22 208,9 4 595,80 484 975,23 63,3%
22 30-02 12778 20,4 260 671,20 745 646,43 97,3%
23 30-03 79 63 4 977,00 750 623,43 98,0%
24 30-04 1313 9,92 13 024,96 763 648,39 99,7%
25 30-05 557 4,81 2 679,17 766 327,56 100,0%
No Item codeNo of used/sold
itemsUnit price
Value of used/sold
items
Cummulated value
of used/sold items
Cumm.
[%]
1 20-05 25799 0,89 22 961,11 53 704,00 7,0%
2 10-01 15344 3,5 53 704,00 55 454,30 7,2%
3 30-02 12778 20,4 260 671,20 61 581,30 8,0%
4 20-09 9887 9,3 91 949,10 68 477,40 8,9%
5 10-10 8724 0,4 3 489,60 83 007,80 10,8%
6 20-02 7688 20,9 160 679,20 88 751,28 11,6%
7 10-05 7088 2,05 14 530,40 92 579,17 12,1%
8 20-10 2234 2,40 5 361,60 107 893,17 14,1%
9 10-07 1513 2,53 3 827,89 114 403,58 14,9%
10 20-06 1409 32,6 45 933,40 117 893,18 15,4%
11 30-04 1313 9,92 13 024,96 120 955,88 15,8%
12 10-04 1270 5,43 6 896,10 281 635,08 36,8%
13 20-01 1245 2,46 3 062,70 285 844,88 37,3%
14 20-04 1190 5,14 6 116,60 291 961,48 38,1%
15 10-09 997 6,53 6 510,41 314 922,59 41,1%
16 20-08 799 15,34 12 256,66 360 855,99 47,1%
17 20-03 679 6,2 4 209,80 370 812,37 48,4%
18 10-03 557 11 6 127,00 383 069,03 50,0%
19 30-05 557 4,81 2 679,17 475 018,13 62,0%
20 10-06 278 20,66 5 743,48 480 379,43 62,7%
21 20-07 133 74,86 9 956,38 484 975,23 63,3%
22 30-03 79 63 4 977,00 745 646,43 97,3%
23 10-02 23 76,1 1 750,30 750 623,43 98,0%
24 30-01 22 208,9 4 595,80 763 648,39 99,7%
25 10-08 13 1178 15 314,00 766 327,56 100,0%
Demand analyses - XYZ classification
Stanisaw Krzyaniak32
Basic parameters describing demand variability
n
D.........DDD n21
1n
)DD(......)DD()DD( 2n2
2
2
1D
DD
D
Mean (average) demand
Standard deviation
Coefficient of variation
Demand analyses - XYZ classification
Stanisaw Krzyaniak33
D = 82,7
D = 4,5
D=0,055
Demand analyses - XYZ classification
Stanisaw Krzyaniak34
D = 40,9
D = 9,4
D=0,23
Demand analyses - XYZ classification
Stanisaw Krzyaniak35
D = 4,21
D = 2,07
D=0,49
Demand analyses - XYZ classification
Stanisaw Krzyaniak36
D = 0,0417
D = 0,201
D=4,82
Demand analyses - XYZ classification
Stanisaw Krzyaniak37
Coefficient of variation as a criterion for the XYZ classification
DD
D
Demand analyses - XYZ classification
2,0D 6,02,0 D 6,0D
X Y Z
Stanisaw Krzyaniak38
A B C
XAX Group
High turnover in terms of value,
high and even periodical
consumption (daily, weekly
demand). Highly reliable
forecasts.
BX Group
Medium turnover in terms of
value, high and even periodical
consumption (daily, weekly
demand). Highly reliable
forecasts.
CX Group
Low turnover in terms of value,
high and even periodical
consumption (daily, weekly
demand). Highly reliable
forecasts.
YAY Group
High turnover in terms of value,
high and even periodical
consumption (daily, weekly
demand). Less reliable forecasts
(significant forecast errors).
BY Group
Medium turnover in terms of
value, high and even periodical
consumption (daily, weekly
demand). Less reliable forecasts
(significant forecast errors).
CY Group
Low turnover in terms of value,
high and even periodical
consumption (daily, weekly
demand). Less reliable forecasts
(significant forecast errors).
ZAZ Group
High turnover in terms of value,
high and even periodical
consumption (daily, weekly
demand). Very poor reliability
of forecasts.
BZ Group
Medium turnover in terms of
value, high and even periodical
consumption (daily, weekly
demand). Very poor reliability
of forecasts.
CZ Group
Low turnover in terms of value,
high and even periodical
consumption (daily, weekly
demand). Very poor reliability
of forecasts.
Demand analyses ABC/XYZ classification
Stanisaw Krzyaniak39
AZ BZ CZ
AY BY CY
AX BX CX
Demand analyses ABC/XYZ classification
Stanisaw Krzyaniak40
General pattern of a time series seasonality with a trend
Year I Year II Year III Year IV
Seasonality
Trend
Dem
and
Time
Demand analyses trends and seasonality
Stanisaw Krzyaniak41
Analysis of a demand variability and profiles
Demand analyses
Stanisaw Krzyaniak42
Demand analyses variability and profiles
D = 82,1
D = 4,5
D=0,055
Stanisaw Krzyaniak43
50
40
30
20
10
0
Demand analyses variability and profiles
Stanisaw Krzyaniak44
50
40
30
20
10
0
Demand analyses variability and profiles
Stanisaw Krzyaniak45
0 10 20 30 40 50 Demand
Frequency
0,40
0,30
0,20
0,10
Demand analyses variability and profiles
Stanisaw Krzyaniak46
Demand analyses variability and profilesD = 82,1
D = 4,5
D=0,055
Stanisaw Krzyaniak47
D = 40,9
D = 9,4
D=0,23
Demand analyses - ABC classification
Stanisaw Krzyaniak48
Demand analyses variability and profiles
Normal distribution can be applied in the case of fast moving goods (groups X and Y)
D = 40,9
D = 9,4
D=0,23
Stanisaw Krzyaniak49
Demand analyses - ABC classification
D = 0,0385
D = 0,197
D=5,03
Stanisaw Krzyaniak50
Demand analyses variability and profiles
Poisson distribution can be applied in the
case of slow moving goods, where
calculated average demand (for a chosen
time unit) D is equal to the square of the
standard deviation D D2.
D = 0,0385
D = 0,197
D=5,03
Stanisaw Krzyaniak51
Poisson distribution
Demand analyses variability and profiles
D = 0,5D = 0,0385 D = 1,0
D = 2,0 D = 3,0 D = 4,21
Stanisaw Krzyaniak52
TIME
DEMAND
Phases:
Introduction
Development
Saturation
Decline
Withdrawal
Inventory management v. life cycle
Demand analyses variability and profiles
Stanisaw Krzyaniak53
D = 38,4; D = 5,84 D = 42,5; D = 15,0
Demand analyses variability and profiles
Stanisaw Krzyaniak54
1. Why do we keep inventories?
2. Typical demand classifications and analyses helpful in inventory
management.
3. Why high quality forecasting is so important for inventory
management?
4. Cost aspects of inventory management.
5. Material Decoupling Point - dependant and independent demands,
deterministic and stochastic approaches to inventory management.
Course programme:
Stanisaw Krzyaniak55
Why high quality forecasting
is so important
for inventory management?
Crash Course on Inventories
Stanisaw Krzyaniak56
Inventory planning requires foreseeing future events,
influencing processes which determine stock level:
demand and its variability (trends, seasonality, random nature),
changes of replenishment lead time and its variability,
cost relationships.
Foreseeing future events means:
forecasting (based on formal procedures, formulas and algorithms),
prediction (expert analysis).
Basic forecasting models and techniques
Stanisaw Krzyaniak57
Forecasting can be based on:
internal data (e.g. historical data about sales of nutrients for infants),
external data (e.g. demographical data regarding increase or decrease of births).
Basic forecasting models and techniques
Stanisaw Krzyaniak58
Year I Year II Year III Year IV
Seasonality
Trend
Demand D
time t
Random factor
Basic forecasting models and techniques
Stanisaw Krzyaniak59
Shortterm forecasts Longterm forcests
Exponential smoothing Winters model
Seasonal coefficients model
Analytical models
Exponential smoothing Holts model
Exponential smoothing Brown model
Weighted moving average
Moving average
Arithmetical average
Econometric models
Heuristic models
Analog models
Scenarios
Simulations
Selected forecasting metods
Basic forecasting models and techniques
Stanisaw Krzyaniak60
Exponential smoothing
= 0 constant forecast model= 1 naive forecast
all data considered in a forecast
selection of the smoothing constant (0 < < 1)
calculation of a forecast:
)1(DDD kk1k
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak61
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
Exponential smoothing
7,00
kkk1k DDDD
0,0
Basic forecasting models and techniques
Stanisaw Krzyaniak62
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
7,11
1,0Exponential smoothing
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak63
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
6,83
3,0Exponential smoothing
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak64
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
6,68
5,0Exponential smoothing
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak65
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
6,68
7,0Exponential smoothing
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak66
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
6,84
9,0Exponential smoothing
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak67
0
2
4
6
8
10
12
64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
7,00
0,1Exponential smoothing
kkk1k DDDD
Basic forecasting models and techniques
Stanisaw Krzyaniak68
68
Three areas of assessment:
Quality of a forecast model
Forecast accuracy
Forecast acceptance
How to assess forecast quality?
Basic forecasting models and techniques
Stanisaw Krzyaniak69
69
Three areas of assessment:
Quality of a forecast model
Forecast accuracy
Forecast acceptance
How to assess forecast quality?
Basic forecasting models and techniques
Stanisaw Krzyaniak70
t 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
Demand 120 132 141 150 159 166 173 181 184 190 195 199 206 210 215 220 223 230 233 236
Quality of a forecast model
Basic forecasting models and techniques
Stanisaw Krzyaniak71
Determination coefficient
n
1t
2
t
n
1t
2
t
2
yy
yy
R
1,0R 2
- real, historical value of the considered variable for the period t,
- theoretical (model) value of the considered variable for the period t,
- mean value of the considered variable for n periods.
ty
ty
y
Basic forecasting models and techniques
Stanisaw Krzyaniak72
t 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
Demand 120 132 141 150 159 166 173 181 184 190 195 199 206 210 215 220 223 230 233 236
Quality of a forecast model
Basic forecasting models and techniques
Stanisaw Krzyaniak73
73
Three areas of assessment:
Quality of a forecast model
Forecast accuracy
Forecast acceptance
How to assess forecast quality?
Basic forecasting models and techniques
Stanisaw Krzyaniak74
Forecast accuracy
t 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
Forecast 50 49 48 50 52 53 52 54 54 54 54 54 50 46 48 47 44 43 46 47
Demand 51 51 56 52 53 48 63 56 49 52 49 45 36 57 48 36 38 49 62 57
Forecast
Real demand
Today
Basic forecasting models and techniques
Stanisaw Krzyaniak75
Forecast accuracy ex post measures Formula
1 Absolute forecast error ex post
2 Mean absloute forecast error ex post
3 Relative forecast error ex post
4 Mean relative forecast error ex post
*
ttt yyq
n
)yy(
e
n
1t
*
tt
0e
100y
yy
t
*
tt
t
- real, historical value of the considered variable for the period t,
- forcast value of the considered variable for the period t,
ty
ty
100y
yy
n
1 n
1t t
*
tt
Basic forecasting models and techniques
Stanisaw Krzyaniak76
Forecast accuracy ex post measures Formula
5 Mean square error
6 Mean absolute error (deviation)
- real, historical value of the considered variable for the period t,
- forecast value of the considered variable for the period t,
ty
ty
n
1t
2*
tt
* )yy(n
1s
n
1i
*
tt
n
yyd
Basic forecasting models and techniques
mind*,s
Stanisaw Krzyaniak77
Three areas of assessment:
Quality of the forecast model
Forecast accuracy
Forecast acceptance
How to assess forecast quality?
Basic forecasting models and techniques
Stanisaw Krzyaniak78
Forecast acceptance
t 1 2 3 4 5 6 7 8 9 10 11 12 13
Forecast/model 37 38,8 40,6 42,4 44,2 46 47,8 49,6 51,4 53,2 55 56,8 58,6
Demand 37 38 42 39 46 49 49 44 55 52 ? ? ?
Today
1n
1
)tt(
)tT(*s
n
1t
2
2
T 100y*t
t
t
Absolute forecast error ex ante Relative forecast error ex ante
Basic forecasting models and techniques
Stanisaw Krzyaniak79
Forecast acceptance
t 1 2 3 4 5 6 7 8 9 10 11 12 13
Forecast/model 37 38,8 40,6 42,4 44,2 46 47,8 49,6 51,4 53,2 55 56,8 58,6
Demand 37 38 42 39 46 49 49 44 55 52 ? ? ?
Today
1n
1
)tt(
)tT(*s
n
1t
2
2
T 100y*t
t
t
Absolute forecast error ex ante Relative forecast error ex ante
Basic forecasting models and techniques
Stanisaw Krzyaniak80
What are the consequences of wrong forecasts (wrong forecast models)? Wrong safety stock levels: too high or too low,
Basic forecasting models and techniques
What are the consequences of high forecast errors? High safety stock levels.
It has to be distinguished between
a wrong forecast and a forecast error.
Stanisaw Krzyaniak81
1. Why do we keep inventory?
2. Typical demand classifications and analyses helpful in inventory
management.
3. Why high quality forecasting is so important for inventory
management?
4. Cost aspects of inventory management.
5. Material Decoupling Point - dependant and independent demands,
deterministic and stochastic approaches to inventory management.
Course programme:
Stanisaw Krzyaniak82
Cost aspects
of inventory management
Crash Course on Inventories
Stanisaw Krzyaniak83
Replenishment costs (Cr)
Carrying costs (Cc)
Stock-out costs (Co)
We can distinguish
Fixed (independent) costs (Crf, Ccf, Cof)
Variable (dependant) costs (Crv, Ccv, Cov)
Cost aspects
Stanisaw Krzyaniak84
Replenishment costs (Cr) fixed (independent) costs (Crf)
fixed costs of a purchasing department and other departments responsible for
receipts (rooms, media, salaries,
overheads)
fixed transport costs (fleet depreciation, salaries, overheads)
Cost aspects
Stanisaw Krzyaniak85
Replenishment costs (Cr)
variable costs (dependent on a number of orders) (Crv) Order preparation costs,
Quality control costs,
Transport costs (fuel, maintenance),
Custom clearance fees.
Cost aspects
Stanisaw Krzyaniak86
Replenishment costs (Cr)
variable costs (dependent on a number of orders) over a given period (Crv) can be
calculated by multiplying a unit cost related
to a single order/delivery (cr) and a number
of deliveries (nd) realised in the period.
ndcCr rv
Cost aspects
Stanisaw Krzyaniak87
Carrying costs (Cc)
fixed (independent) costs (Ccf)
Depreciation and exploitation costs of a warehouse (building)
Depreciation costs of a warehouse equipment
Salaries plus overheads
Cost aspects
Stanisaw Krzyaniak88
Carrying costs (Cc)
variable costs (dependent on stock quantity) Ccv Cost of maintaining special storing conditions,
Stock insurance costs,
Cost of losses and stock depreciation,
Cost of a tied-up capital (cost of credit or lost incomes from a deposit).
Cost aspects
Stanisaw Krzyaniak89
Carrying costs (Cc)
variable costs (dependent on stock quantity) (Ccv ) over a given period depends on a storing period (time) and stock value (eg.
purchase price).
ucv pcCc
A unit inventory carrying cost can be calculated as:
cc coefficient of periodical inventory carrying cost (cc = 0.050.20 per year)pu unit price
Cost aspects
Stanisaw Krzyaniak90
Stock-out costs (Co)
fixed (independent costs (Cof):
Additional transport cost for emergency purchase,
Fixed penalty fee paid to the customer,
Permanent loss of a customer (loss of future incomes),
Loss of the market reputation (temporary or permanent loss of a group of customers),
Cost of stopping a production line.
Cost aspects
Stanisaw Krzyaniak91
Stock-out costs (Co) Variable costs (dependant on the shortage
quantity) Cov Higher price for emergency purchase, Penalty fee based on number of missing items, Lost margin income due to particular transaction, Less margin income due to selling a substitute product, Cost of the postponement (transaction and payment
postponed), Cost of lost production.
Cost aspects
Stanisaw Krzyaniak92
1. Why do we keep inventories?
2. Typical demand classifications and analyses helpful in inventory
management.
3. Why high quality forecasting is so important for inventory management?
4. Cost aspects of inventory management..
5. Material Decoupling Point - dependant and independent demands,
deterministic and stochastic approaches to inventory management.
Course programme:
Stanisaw Krzyaniak93
Material Decoupling Point dependent and independent demand
Crash Course on Inventories
Stanisaw Krzyaniak94
Delivery Production Distribution
Customer order lead time
Reaction time
Customer order lead time
Customer order lead timeLead time gap
Lead time gap
Lead time gap
Material Decoupling Point
Source: M. Christopher. Logistics and Supply Chain Management. Startegies for Reducing Costs and Improving Services. 1st edition. Financial Times. Prentice Hall
Stanisaw Krzyaniak95
Information (orders)
Delivery
Inventory
Material Decoupling Point
Stanisaw Krzyaniak96
Information (orders)
Delivery
Inventory
Material Decoupling Point
Stanisaw Krzyaniak97
Delivery Production Distribution
Material Decoupling Point
Stanisaw Krzyaniak98
12
34
5
Dependent demand
Delivery Production Distribution
Material Decoupling Point
Independent demand
Stanisaw Krzyaniak99
2
Delivery Production Distribution
Material Decoupling Point
Dependent demand
Independent demand
ForecastsCalculationsMaterial Requirements Planning
Cycle and safety stockof finished goodsResidual stock
Stanisaw Krzyaniak100
6. Service level and safety stock.
7. Classical optimisation of the cycle stock.
8. Classical stock replenishment systems (Reorder Point and Cycle
Review) and their typical combinations.
9. Safety stock in case of dispersed inventories (square-root law),
10. Information Decoupling Point concept and its role in reduction of
stock levels.
11. Review of selected logistics concepts and solutions oriented on stock
reduction/rationalisation.
Course programme:
Stanisaw Krzyaniak101
Service level
and safety stock
Crash Course on Inventories
Stanisaw Krzyaniak102
D = 40,9
D = 9,4
D=0,23
Service level and safety stock
Stanisaw Krzyaniak103
Service level and safety stock
Stanisaw Krzyaniak104
Knowledge of a demand distribution over a selected
time unit (e.g. a day, a week) is very important. But this
is not enough to manage inventories in a proper way.
Stock replenishment is realised over a defined time
period, called a replenishment lead time.
It is very important to know this time.
The key issue is the demand distribution over the
replenishment lead time
Service level and safety stock
Stanisaw Krzyaniak105
Demand distribution within
replenishment cycle
Service level and safety stock
Stanisaw Krzyaniak106
Replenishment lead time the period of time between the moment the decision is made that a product is to
be replenished and the moment the product is
available for use.
Delivery lead time is the time between the receipt of the
customer order and the delivery of the product to the customer
and is always shorter then the replenishment lead time.
Replenishment lead time
Service level and safety stock
Stanisaw Krzyaniak107
Decision on replenishment
Placing an order
Receipt of the order
Starting production or picking the order
Preparation for loading
Loading
Arrival to the customer (receiver)
Approval of the delivery (quality control)
Unloading
Availability for use
Deliverycycle
Replenishmentcycle
Service level and safety stock
Replenishment lead time
Stanisaw Krzyaniak108
LT
The need for replenishment occurs
The need is recognized
Decision on replenishment
Placing an order
Receipt of the order
Starting production or picking the order
Preparation for loading
Loading
Arrival to the customer (receiver)
Approval of the delivery (quality control)
Unloading
Availability for use
Replenishment lead time
Service level and safety stock
Stanisaw Krzyaniak109
D = 40,9
D = 9,4
D=0,23
D = 163,6
D = 18,8
D=0,121
Service level and safety stock
LT=4
Stanisaw Krzyaniak110
0 20 40 60 80 100 120 140 160 180 200 220 240 260 280
D;D
LT;LTDD DDLT LT
Probability density functions
Service level and safety stock
Stanisaw Krzyaniak111
0 20 40 60 80 100 120 140 160 180 200 220 240
Probability density function
Distribution function
Probability that demand over the replenishment cycle will not exceed the given level
Service level and safety stock
Stanisaw Krzyaniak112
0 20 40 60 80 100 120 140 160 180 200 220 240
185 190 195 200 205
p(DLT195) 0,953
Service level and safety stock
Stanisaw Krzyaniak113
50 100 150
f(T)
P
Normal distribution
340 500 660 DLT
f(D)
LT50 100 150 D
f(LT)
f(DLT)
Stanisaw Krzyaniak114
Service level
Service level and safety stock
Stanisaw Krzyaniak115
Row materials and
componentsFinished goods
Time to inform about emergency situation,
Relaibilty of deliveris (quality, quanitity, time),
Flexiblity of deliveries (time, quantity)
Avalibility of ordered raw materials and components
Suppliers Sevice Level indicators
Customer oriented Sevice Level indicators
Avalibility of goods
Responsiveness to customer needs (flexibility).
Service level and safety stock
Stanisaw Krzyaniak116
Customer service level
(Probability that a stock-out situation will not
occur over a replenishment lead time)
Probability of not getting out of stock
Service level and safety stock
SL1
Stanisaw Krzyaniak117
220
200
180
160
140
120
100
80
60
40
20
0
DLT
How often?
Service level and safety stock
Stanisaw Krzyaniak118
0
0,005
0,01
0,015
0,02
0,025
0,03
0,035
0,04
0,045
1 4 7 10 13 16 19 22 25 28 31 34 37 40 43 46 49 52 55 58 61 64 67 70 73 76 79 82 85 88 91 94 97 100
Stock-out probability
within a replenishment cycle
Stock level at the beginning of a replenishment cycle
DLT
Service levelProbability of serving demand
within replenishment cycle
Service level and safety stock
Stanisaw Krzyaniak119
0
0,005
0,01
0,015
0,02
0,025
0,03
0,035
0,04
0,045
1 4 7 10 13 16 19 22 25 28 31 34 37 40 43 46 49 52 55 58 61 64 67 70 73 76 79 82 85 88 91 94 97 100
50%
DLT
Service levelProbability of serving demand
within replenishment cycleStock-out probability
within a replenishment cycle
Stock level at the
beginning of a
replenishment cycle
Service level and safety stock
Stanisaw Krzyaniak120
0
0,005
0,01
0,015
0,02
0,025
0,03
0,035
0,04
0,045
1 4 7 10 13 16 19 22 25 28 31 34 37 40 43 46 49 52 55 58 61 64 67 70 73 76 79 82 85 88 91 94 97 100
DLT
SSSafety stock
LTDsS
nd
ndnd1SL outstock
Service levelProbability of serving demand
within replenishment cycle
Stock-out probability
within a replenishment cycle
Stock level at the
beginning of the
replenishment cycle
Service level and safety stock
Stanisaw Krzyaniak121
)SL(f
SL
Service level and safety stock
Stanisaw Krzyaniak122
LT LT LT
[t]
Stock level
Variable demand
Service level and safety stock
Constant replenishment cycle lead time LTDDLT
SS
Stanisaw Krzyaniak123
LT
LT1
LT
[t]
Stock level
Service level and safety stock
Constant demand
Variable replenishment cycle lead time
DLTDLT
SS
Stanisaw Krzyaniak124
LT
LT1
LT
[t]
LT
SS
Service level and safety stock
Variable demand
Variable replenishment cycle lead time
Stock level
22
LT
2
DD DLTLT
Stanisaw Krzyaniak125
Customer service level
(Probability of meeting the expected demand in terms of quantity)
Fill rate for customer orders
Service level and safety stock
SL2
Stanisaw Krzyaniak126
0
0,005
0,01
0,015
0,02
0,025
0,03
0,035
0,04
0,045
1 4 7 10 13 16 19 22 25 28 31 34 37 40 43 46 49 52 55 58 61 64 67 70 73 76 79 82 85 88 91 94 97 100
DLT
How many units can be
missing? What is the
expected number of shorteges
nsh?
Stock level at the beginning of the replenishment cycle
Q
nQFR sh
Service level and safety stock
Stanisaw Krzyaniak127
50 100 150
f(T)f(D)
D LT
Normalndistribution
340 500 660 DLT
Expectedservicelevel
Real service level resulting from the assumtion that the
demand distribution is compatible with the normal
distribution.
f(LT)
Stanisaw Krzyaniak128
Safety stock (SS)
Average demand DDemand variability D(forecast std. deviation)
Replenishment lead time TLead time variability LT
Service level:
probability of a no stock-out situation over a replenishment cycle (probability
measure),
demand (order) fulfilment (quantity measure).
Cost based optimisation:
safety stock carrying cost stock-out cost
Strategic (tactical) decisions Intuitive, Casual.
Service level and safety stock
Stanisaw Krzyaniak129
TC = Crf + Ccf + Crv + Cc(Sr)v + Cc(Ss)v + Cso
CsoCc(Ss)v
SsSL opt
Ss opt
CrvSrCc(Sr)v
Q Q opt
Sr opt
Cost relationships in optimisation of safety stock
Service level and safety stock
Stanisaw Krzyaniak130
0,0
200,0
400,0
600,0
800,0
1000,0
1200,0
1400,0
90 91 92 93 94 95 96 97 98 99
Stock-out cost
Stock carrying cost
A sum of stock carrying and stock-out costs
Optimal serice levelSL [%]
Cost
Service level and safety stock
Opitmal safety stock
Stanisaw Krzyaniak131
6. Service level and safety stock.
7. Classical optimisation of the cycle stock.
8. Classical stock replenishment systems (Reorder Point and Cycle
Review) and their typical combinations.
9. Safety stock in case of dispersed inventories (square-root law),
10. Information Decoupling Point concept and its role in reduction of
stock levels.
11. Review of selected logistics concepts and solutions oriented on stock
reduction/rationalisation.
Course programme:
Stanisaw Krzyaniak132
Cycle stock optimisation
Crash Course on Inventories
Stanisaw Krzyaniak133
SS
CS
SS
CS
Q
Q
Cycle stock optimisation
Stanisaw Krzyaniak134
TC = Crf + Ccf + Crv + Cc(Sr)v + Cc(Ss)v + Cso
CsoCc(Ss)v
SsSL opt
Ss opt
CrvSrCc(Sr)v
Q Q opt
Sr opt
Cost relationships in optimisation of cycle stock
Cycle stock optimisation
Stanisaw Krzyaniak135
A principle of calculating the Economic Order Quantity
Variable cost of replenishment and carrying the cycle stock:
Dp forecast (planned) demand over a period p (eg. a year annual demand,Q order quantitycr - replenishment cost related to a single order/delivery
pu unit price (or production cost per unit),ccp inventory cost carrying coefficient for a period p.
pcur
p
vv cpQ5,0cQ
DCcCr
Cycle stock optimisation
Stanisaw Krzyaniak136
Q
C
O
S
TCcv
Crv
EOQEconomic Order Quantity
Cycle stock optimisation
Stanisaw Krzyaniak137
Economic Order Quantity
pcu
rp
cp
cD2EOQ
Cycle stock optimisation
Stanisaw Krzyaniak138
6. Service level and safety stock.
7. Classical optimisation of the cycle stock.
8. Classical stock replenishment systems (Reorder Point and
Cycle Review) and their typical combinations.
9. Safety stock in case of dispersed inventories (square-root law).
10. Information Decoupling Point concept and its role in reduction of
stock levels.
11. Review of selected logistics concepts and solutions oriented on stock
reduction/rationalisation.
Course programme:
Stanisaw Krzyaniak139
Basic replenishment
systems
Crash Course on Inventories
Stanisaw Krzyaniak140
C
U
S
T
O
M
E
R
Demand fluctuations
Demand distribution
S
U
P
P
L
I
E
R
Orders
Lead time distribution
Stock
Decisions
Basic replenishment systems
Stanisaw Krzyaniak141
There are two basic replenishment (ordering)
systems:
Replenishment system based on a reorder level (BQ) variable replenishment periods safety stock: when to order? fixed order quantity
Replenishment system based on a periodic review (ST) variable order quantity safety stock: how many (how much) to order? fixed replenishment periods
Basic replenishment systems
Stanisaw Krzyaniak142
Replenishment system
based on a reorder level(when to order?)
Basic replenishment systems
Stanisaw Krzyaniak143
Basic principles and rules:
fixed quantity of orders and deliveries (Q = const)
variable replenishment period (t)
current knowledge of the economic stock (Se)
calculated reorder level (order point B)
B = D LT + SS (SS = D(LT))
an order is placed whenever the economic stock falls below
the reorder level: SeB
Replenishment system based on a reorder level
Basic replenishment systems
Stanisaw Krzyaniak144
Economic stock =
= Physical stock
+ quantity of that product ordered but
not yet received
quantity of that product already reserved
Replenishment system based on a reorder level
Basic replenishment systems
Stanisaw Krzyaniak145
Safety stock:
Replenishment system based on a reorder level
LT:then0and0If.I DDLTD LT
D:then0and0If.II LTDDLT LT
22
LT
2
DD
LTD
DLT
:then0and0If.III
LT
LTDs)SL(S
Basic replenishment systems
Stanisaw Krzyaniak146
LT
LT1
LT
[t]
S
T
O
C
K
LT
Variable demand
Variable replenishment
lead timeSs
B
Replenishment system based on a reorder level
Basic replenishment systems
Stanisaw Krzyaniak147
Replenishment system
based on periodic review(how much to order?)
Basic replenishment systems
Stanisaw Krzyaniak148
Basic principles and rules:
fixed review and replenishment period (To=const)
variable quantity of orders and deliveries (Q)
current knowledge of the economic stock (Se)
calculated maximum level S
S = D LT+To) + SS (SS = D(LT))
an order quantity is calculated as: Q= S-Se
Replenishment system based on a periodic review
Basic replenishment systems
Stanisaw Krzyaniak149
Safety stock:
0DDLTD TLT:then0and0If.I LT
D:then0and0If.II LTDDLT LT
22
LT0
2
DD
LTD
D)TLT(
:then0and0If.III
LT
LTDs)SL(S
Replenishment system based on a periodic review
Basic replenishment systems
Stanisaw Krzyaniak150
[t]
LT
T0
LT
T0
LT
T0
S
Ss
STOCK
Variable demand
Replenishment system based on a periodic review
Basic replenishment systems
Stanisaw Krzyaniak151
Alternative (hybrid)
replenishment systems
Basic replenishment systems
Stanisaw Krzyaniak152
Review
period
(Tr)
Order
period (T0)
Order
quantity
(Q)
Reorder
level
(B/s)
Maximum
level
(S)
(A) BQ fixed fixed
(B) ST fixed fixed fixed
(C) BS fixed fixed
(D) sQ fixed fixed fixed
(E) sS fixed fixed fixed
Basic replenishment systems
Stanisaw Krzyaniak153
Reorder level based system (a lot of small orders)
LT LT LT
Q Q
B
Q
Basic replenishment systemsBQ
Stanisaw Krzyaniak154
LT
T0 T0 T0 T0
LT LT LT LT
S
Periodic review
T0
Basic replenishment systemsST
Stanisaw Krzyaniak155
LT
B
S
LT LT
Recommended in the case of relatively small number of big orders (MIN-MAX)
Basic replenishment systemsBS
Stanisaw Krzyaniak156
LT
s
T0
LT
T0 T0
LT
Fixed cycle of possible orders of fixed quantity
T0 T0
Q
Basic replenishment systemssQ
Stanisaw Krzyaniak157
LT
s
S
LT
T0
LT
T0 T0
Small number of big orders fixed review cycle
T0T0
Basic replenishment systemssS
Stanisaw Krzyaniak158
6. Service level and safety stock.
7. Classical optimisation of the cycle stock.
8. Classical stock replenishment systems (Reorder Point and Cycle
Review) and their typical combinations.
9. Safety stock in case of dispersed inventories (square-root law).
10. Information Decoupling Point concept and its role in reduction of
stock levels.
11. Review of selected logistics concepts and solutions oriented on stock
reduction/rationalisation.
Course programme:
Stanisaw Krzyaniak159
Safety stock in case of dispersed
inventories (square-root law)
Crash Course on Inventories
Stanisaw Krzyaniak160
Dispersed inventories
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
Regional Warehouse 1 Regional Warehouse 2
Regional Warehouse 3 Regional Warehouse 4
units20;units100DDDD 1D1D1D1D4321
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
Stanisaw Krzyaniak161
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
Dispersed inventories
Central warehouse
Stanisaw Krzyaniak162
2
D
2
D
2
D
2
D
2
DNRW3RW2RW1RWMC
.....
N321 RWRWRWRWMC D.........DDDD
Dispersed inventories0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
1,60
0,00
0,20
0,40
0,60
0,80
1,00
1,20
1,40
Stanisaw Krzyaniak163
then:RWCW DND
2
D
2
D RWCWN
RWMC DDN
RWRWRWRWRW DD.........DDD N3212
D
2
D
2
D
2
D
2
D
2
D RWNRW3RW2RW1RWMC.....
If:Dispersed inventories
Stanisaw Krzyaniak164
2
D
2
D
2
D
2
DD1RW1RW1RW1RWCW
....
2
S
2
S
2
S
2
SCWS RWN3RW2RW1RWS......SSSS
? LTS DDs LT
Dispersed inventories
Stanisaw Krzyaniak165
6. Service level and safety stock.
7. Classical optimisation of the cycle stock.
8. Classical stock replenishment systems (Reorder Point and Cycle
Review) and their typical combinations.
9. Safety stock in case of dispersed inventories (square-root law).
10. Information Decoupling Point concept and its role in reduction
of stock levels.
11. Review of selected logistics concepts and solutions oriented on stock
reduction/rationalisation .
Course programme:
Stanisaw Krzyaniak166
Information Decoupling Point
Crash Course on Inventories
Stanisaw Krzyaniak167
Information (orders)
Delivery
Inventory
Information Decoupling Point
Stanisaw Krzyaniak168
D = 38,4; D = 5,84 D = 42,5; D = 15,0
Information Decoupling Point
Stanisaw Krzyaniak169
Information (orders)
Delivery
Inventory
Information Decoupling Point
Stanisaw Krzyaniak170
Information (orders)
Delivery
Inventory
Information Decoupling Point
Stanisaw Krzyaniak171
6. Service level and safety stock.
7. Classical optimisation of the cycle stock.
8. Classical stock replenishment systems (Reorder Point and Cycle
Review) and their typical combinations.
9. Safety stock in case of dispersed inventories (square-root law).
10. Information Decoupling Point concept and its role in reduction of
stock levels.
11. Review of selected logistics concepts and solutions oriented on
stock reduction/rationalisation.
Solutions oriented on stock reduction
Stanisaw Krzyaniak172
SS
SC
Q
Ssp
Cycle stock
Safety stock
Surplus stock
Stock structure
Solutions oriented on stock reduction
Stanisaw Krzyaniak173
22
LT
2
DS DLTS
Centralised stock
Shorter replenishment
cycles
Fewer delays
Revision of service levels
ABC/XYZ/CAV analysis
Solutions oriented on stock reductionSafety stock
Forecats
Stanisaw Krzyaniak174
ocu
roS
cp
cD2
2
1EOQ
2
1C
Forecats
Cycle stock
Solutions oriented on stock reduction
Reduction of replenishment costs. Improvements ofordering process.
Reduction of inventory carrying costs.
Stanisaw Krzyaniak175
22
LT
2
DS DLTS
ocu
roS
cp
cD2
2
1
2
EOQC
SS
SC
EOQ
Solutions oriented on stock reduction
Stanisaw Krzyaniak176
Just-in Time JiT
Quick Response QR
Efficient Consumer Response ECR
Vendor Managed Inventory VMI
Co-managed Inventory CMI
Collaborative Planning, Forecasting and Replenishment CPFR
Solutions oriented on stock reduction
Stanisaw Krzyaniak177
22
LT
2
DS DLTS
ocu
roS
cp
cD2
2
1
2
EOQC
Just-in-Time
Solutions oriented on stock reduction
Stanisaw Krzyaniak178
22
LT
2
DS DLTS
Qiuck Response
Solutions oriented on stock reduction
ocu
roS
cp
cD2
2
1
2
EOQC
Stanisaw Krzyaniak179
22
LT
2
DS DLTS
Collaborative Planning, Forecasting and Replenishment
Solutions oriented on stock reduction
ocu
roS
cp
cD2
2
1
2
EOQC
Stanisaw Krzyaniak180
22
LT
2
DS DLTS
Continous replenishemnt
Solutions oriented on stock reduction
ocu
roS
cp
cD2
2
1
2
EOQC
Stanisaw Krzyaniak181
ocu
roS
cp
cD2
2
1
2
EOQC
22
LT
2
DS DLTS
Vendor Managed Inventory
Co-Managed Inventory
Solutions oriented on stock reduction
Stanisaw Krzyaniak182
D
SSTO
S
DSCO
Solutions oriented on stock reduction
Stock turnover: Stock cover:
Performance measures stock controll
Stanisaw Krzyaniak183
Last year This year
Sales (demand) - D 475 560
Average stock level - S 31 35
13,952
475D 39,3
13,9
31
D
SSCO 3,15
31
475
S
DSTO
25,377,10
35
D
SSCO 16
35
560
S
DSTO77,10
52
560D
Solutions oriented on stock reduction
Stanisaw Krzyaniak184
Inventories Today
Inventories today: a curse, a blessing, a must..?
In a way INEVITIBILITY, but ..
. dont let them get out of control!
Thank you for your attention!
Crash Course on inventorises.
Stanisaw Krzyaniak185
Summary of the questionnarie
1. Do you keep in your household a stock of:
Stanisaw Krzyaniak186
Summary of the questionnarie
1. In case of permanent stock is it high or low level stock?
Stanisaw Krzyaniak187
Summary of the questionnarie
2. Please indicate three most important reasons for keeping inventories in your company:
Stanisaw Krzyaniak188
Summary of the questionnarie
3. Which, in your opinion, would be the most effective ways to reduce stock levels in your company?
Stanisaw Krzyaniak189
Summary of the questionnarie
4. What are the most critical barriers for implementation of solutions leading to stock reduction in your company?
Stanisaw Krzyaniak190
Contact:
Instytut Logistyki i Magazynowania(Institute of Logistics and Warehouisng)Pozna - POLAND
www.ilim.poznan.pl
Tel. +48-61-852-98-98