Block 25 Control Charts 13

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Construction QC/QA Control Charts 1 Quality control/quality assurance Control Charts Senior/Graduate HMA Course

Transcript of Block 25 Control Charts 13

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Construction QC/QA Control Charts 1

Quality control/quality assurance

Control Charts

Senior/GraduateHMA Course

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Construction QC/QA Control Charts 2

Control

Charts

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Construction QC/QA Control Charts 3

Variation

- Chance Causes- Assignable Causes

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Construction QC/QA Control Charts 4

Chance Causes

1. Everything varies2. Individuals are unpredictable3. Groups from a constant system tend to be predictable

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Construction QC/QA Control Charts 5

Example: Chance Causes

1. People live to different ages

2. No one knows how long he or she will live

3. Insurance companies can predict the percentage of people who will live to certain ages

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Construction QC/QA Control Charts 6

Assignable Causes

If identified -

It can be eliminated

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Construction QC/QA Control Charts 7

Benefits of Control Charts

- Early Detection of Trouble- Decrease Variability- Establish Process Capability- Reduce Price Adjustment Costs- Decrease Inspection Frequency

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Construction QC/QA Control Charts 8

Benefits of Control Charts

• Basis for Altering Specification Limits

• Permanent Record of Quality

• Provide a Basis for Acceptance

• Instill Quality Awareness

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Construction QC/QA Control Charts 9

Control Chart Analysis

AASHTO

“To Develop a Quality Control/Quality

Assurance Plan for Hot Mix Asphalt”

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Construction QC/QA Control Charts 10

1 2 3 4 5 6 7Lot Number

Upper control limit

Lower control limit

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Construction QC/QA Control Charts 11

Data Points

Statistical Control Chart

Upper Control Limit

Lower Control Limit

Target

Value

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Construction QC/QA Control Charts 12

Five lines on a statistical process control chart

• Target value• Warning upper control limit• Warning lower control limit• Action upper control limit• Action lower control limit

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Construction QC/QA Control Charts 13

Upper Control Limit

Lower Control Limit

Mean

1 2 3 4 5 6 7Lot Number

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Construction QC/QA Control Charts 14

Statistical Control Charts

Upper and Lower Warning Control Limits

UWCL = X + { 2 (s) / (n)1/2 }

LWCL = X + { 2 (s) / (n)1/2 }

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Statistical Control Charts

Upper and Lower Action Control Limits

UWCL = X + { 3 (s) / (n)1/2 }

LWCL = X + { 3 (s) / (n)1/2 }

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Example Problem

• Given:– Target asphalt binder content: 5.7 %– Standard deviation – 0.25 %– The rolling average is based on five data

points

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Example Problemwarning limits

UWCL = X + { 2 (s) / (n)1/2 }

UWCL = 5.7 + { 2 (.25) / (5)1/2 }

UWCL = 5.9

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Construction QC/QA Control Charts 18

Example Problemwarning limits

LWCL = X - { 2 (s) / (n)1/2 }

LWCL = 5.7 - { 2 (.25) / (5)1/2 }

LWCL = 5.5

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Construction QC/QA Control Charts 19

Example Problemwarning limits

UACL = X + { 3(s) / (n)1/2 }

UACL = 5.7 + { 3 (.25) / (5)1/2 }

UACL = 6.0

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Construction QC/QA Control Charts 20

Example Problemwarning limits

LACL = X - { 3 (s) / (n)1/2 }

LACL = 5.7 - { 3 (.25) / (5)1/2 }

UWAL = 5.4

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Construction QC/QA Control Charts 21

Look for Assignable Cause If:

• One point is outside of control limits

• Eight consecutive points are on one side of the target value

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Interpreting

X & R

Charts

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Sample Number

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Action Limit (UCL)

Warning Limit

Action Limit (LCL)

Chart

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Sample Number

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(UCL)

(LCL)

Range (R) Chart

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Control ChartsRules of Thumb

Lack of Control Occurs When:

Change in , R Constant

Change in R, Constant

Change in Both & R

X

X

X

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Sustained Shift in

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Sample Number

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Action Limit

Warning Limit

Mean Increases

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Trend in

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Production "Upward Drift"

Action Limit

Warning Limit

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Irregular Shift in

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Sample Number

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Action Limit (UCL)

Warning Limit

Action Limit (LCL)

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Sudden Change in R

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(UCL)

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Gradual Change in R

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(UCL)

(LCL)

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Irregular Shift in & R

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Sample Number

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Action Limit (UCL)

Warning Limit

Action Limit (LCL)

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Sample Number

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Eight Points Below Target

Single Point AboveAction LimitAction Limit

Warning Limit

Lack of Control?

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Questions?