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Statistical Process Control
Module 12 Statistical Process Control
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Quiz Accuracy: The degree of closeness of measurements of a quantity to that quantity's actual (true) value. Precision: The degree to which repeated measurements under unchanged conditions show the same results.
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Statistical Process Control (SPC)
A methodology for monitoring a process to identify special causes of variation and signal the need to take corrective action when appropriate SPC relies on control charts
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Common Causes Special Causes
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Histograms do not take into account changes over time.
Control charts can tell us when a process changes
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Control Chart Applications
Establish state of statistical control Monitor a process and signal when it goes out of control Determine process capability
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Capability Versus Control
Capable Not Capable In Control Out of Control IDEAL
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Commonly Used Control Charts
Variables data x-bar and R-charts x-bar and s-charts Charts for individuals (x-charts) Attribute data For “defectives” (p-chart, np-chart) For “defects” (c-chart, u-chart)
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Developing Control Charts
Prepare Choose measurement Determine how to collect data, sample size, and frequency of sampling Set up an initial control chart Collect Data Record data Calculate appropriate statistics Plot statistics on chart
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Next Steps Determine trial control limits
Center line (process average) Compute UCL, LCL Analyze and interpret results Determine if in control Eliminate out-of-control points Recompute control limits as necessary
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Typical Out-of-Control Patterns
Point outside control limits Sudden shift in process average Cycles Trends Hugging the center line Hugging the control limits Instability
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Shift in Process Average
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Identifying Potential Shifts
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Cycles
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Trend
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Final Steps Use as a problem-solving tool Compute process capability
Continue to collect and plot data Take corrective action when necessary Compute process capability
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Process Capability Calculations
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Excel Template
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Special Variables Control Charts
x-bar and s charts x-chart for individuals
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Charts for Attributes Fraction nonconforming (p-chart)
Fixed sample size Variable sample size np-chart for number nonconforming Charts for defects c-chart u-chart
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Control Chart Selection
Quality Characteristic variable attribute defective defect no n>1? x and MR constant sampling unit? yes constant sample size? yes p or np no n>=10 or computer? x and R yes no no yes p-chart with variable sample size c u x and s
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Control Chart Design Issues
Basis for sampling Sample size Frequency of sampling Location of control limits
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Pre-Control nominal value Green Zone Yellow Zones Red Zone LTL UTL
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SPC Implementation Requirements
Top management commitment Project champion Initial workable project Employee education and training Accurate measurement system
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