SPC Flashcards

1
Q

What does SPC tell us?

A

whether a process is under control

allows us to monitor the quality over a period of time.

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2
Q

Common causes of variation

A
  • All processes vary to some extent, imperfection of humans and machines
  • People perform tasks slightly differently each time.
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3
Q

define process capability

A

a measure of the acceptability of the variation of the process.

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4
Q

process capability equation

A

Cp = UTL - LTL /6 s

UTL = the upper tolerance limit 
LTL = the lower tolerance limit 
s = the standard deviation of the process variability
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5
Q

Why is variation not good?

A
  • signal that something has changed in the process,
  • process performance violating the lower control limit has increased,
  • The narrower the natural variation of a process, the more obvious are changes in the behaviour of that process.
    • The more obvious are the process changes, the easier it is to understand how and why the process is behaving in a particular way.
    • Accepting any variation in any process is, to some degree, admitting to ignorance of how that process works.
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6
Q

drawing an SPC chart

A
  1. . Select the data, at least 20 readings
  2. Plot the data (“chartsline charts”) and work out moving range
  3. Calculate and plot the mean on the chart [“average(range)”]
  4. Calculate the standard deviation (SD)
  5. Use the SD to compute the control limits: UCL & LCL and plot those on the chart
  6. Interpret behaviour using your computed limits
  7. Check the variation rules
  8. Re-plot the chart if needed
  9. Interpret behaviour using your computed limits
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7
Q

how to calculate the UCL and LCL

A

UCL = mean + 3SD

LCL mean - 3SD

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8
Q

When is a process capable

A

(1) It is under control
- when 99.7% of points lie within control limits
(2) It is accurate
(3) It is precise

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9
Q

define specification

A

what the process should achieve to satisfy the customer (internal or external),

e.g. the nail should be long “3 cm ± 0.0001”

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10
Q

define performance

A

what the process is actually capable to achieve, e.g. the nail is actually long 2.999 cm

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11
Q

define accuracy

A

A process is accurate when the mean is included within the specification limits

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12
Q

define precision

A

If the process is accurate, a process is also precise when the control limits are included within the specification limits

If the process is not accurate, a process may be precise if the standard deviation is “significantly” low

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13
Q

What is capability

A

Capability = Accuracy + Precision + Control

Control: We compare observations with control limits

Accuracy: We compare mean with specification limits

Precision: We compare control limits with specification limits

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14
Q

What are the Variation Rules?

A

Rule 1: A point is outside the UCL or LCL

Rule 2: There is a run of 7 points or more in one direction, OR a run of 7 or more points above/below the mean

Rule 3: There is an unusual trend or a cyclical pattern

Rule 4: There is an unusual distribution

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