Skip to content
Qualityforeveryone
Lesson 5 of 5≈ 3 min read
View All Lessons →

Responding to Signals Without Over-Adjusting the Process

Audio Narration (Voxtral)Voxtral♀ Female Voice

Responding to Signals Without Over-Adjusting the Process

The chart separates two kinds of variation. Common-cause variation is the everyday wobble built into the machine, material and method; it produces points scattering randomly inside the limits. Special-cause variation comes from something specific and changeable: a new reel of board, a loose guide, an untrained relief operator. Signals point to special causes. Random scatter inside the limits points to common causes only.

The correct response differs completely. For a signal, stop, investigate, find the cause, remove it, and record what was found. For random scatter inside the limits, do nothing to the setting. Nudging the machine every time a point lands a little above or below centre is called over-adjusting, and it makes things worse: each correction chases noise and adds a new source of variation on top of the old one.

Control limits are recalculated only when the process itself has genuinely changed and the change has been verified, such as after a rebuilt feed section. Collect a fresh set of 20 to 25 subgroups under the new conditions and compute new centrelines and limits. Do not recalculate just because points fell outside; that would hide the very signals the chart exists to show.

Key Concept
React to signals, not to scatter. Adjusting a stable process in response to common-cause variation increases variation rather than reducing it.
Practical Example
On the gluer line with X̄̄ = 42.04 mm and X̄ limits of 41.69 to 42.39 mm, the 14:00 subgroup mean is 42.28 mm. A new operator moves the flap scorer back by 0.25 mm. The 15:00 mean comes in at 41.78 mm, so he moves it forward again. Over the shift his hourly means swing between 41.75 and 42.30 while the earlier shift, which left the setting alone, ranged only from 41.92 to 42.15 mm. His adjustments roughly doubled the spread of subgroup means with no signal ever present. The supervisor shows him the two shifts side by side and the setting is left alone from then on.

Standard Procedure

  1. 1Classify what you see: a defined signal, or random scatter inside the limits.
  2. 2For a signal, stop the line, look for a specific recent change, and correct it.
  3. 3For scatter inside limits, leave the setting alone and keep plotting.
  4. 4Log every signal and the cause found so repeat problems become visible.
  5. 5Recalculate limits only after a verified process change, using fresh baseline data.

Lesson Summary

  • ✓Signals call for investigation; scatter inside the limits calls for patience.
  • ✓Over-adjusting a stable process adds variation. Recalculate limits only after a real, verified change.

Progress Tracking

Sign in to save your lesson completion markers.

🎉 You have reached the final lesson of this course!

When you feel confident with the material, proceed to the final assessment to test your knowledge and earn your certificate.