The ANALYZE phase is the beginning of the statistical analysis of the
problem. The practical problem was created earlier. This phase
statistically reviews the families of variation to determine which are
significant contributors to the output.
The statistical analysis is done beginning with a theory, null hypothesis. The analysis will "fail to reject" or "reject" the theory.
The families of variation and their contributions are quantified and relationships between variables are shown graphically and numerically to provide the direction for improvements.
You may analyze part-part variation, shift-shift variation, operator-operator variation, machine-machine variation.
By now the MSA has been accepted and the Study Variation quantified. The remaining variation is PROCESS variation.
TOTAL VARIATION = PROCESS VARIATION + MEASUREMENT SYSTEM VARIATION
Most of the analysis at this phase is not whether the AFTER process performance is different than the BEFORE process performance because none of the improvements have been implemented yet, these improvements are now becoming evident and prioritized.
This phase is about statistically comparing means and variation on all families of variation to drill down and quantitatively explain the critical sources of the dispersion.
By the end of the ANALYZE phase the KPIV's that are creating the most significant effect on "Y" should be identified. Any wastes found by employing Lean tools should be identified and prioritized to improve.
The outputs of ANALYZE lead into the inputs to the IMPROVE phase.
The following links cover topics that are often applied within the ANALYZE phase:
Analyzing the sources of Process Variation:
Shape of the Distribution:
At this point in the project, and perhaps earlier in the MEASURE phase, there were delays or encounters of adversity. Here are a couple tools as reminders to keep the project on track and charging forward.
Six Sigma Modules
The following presentations are available to download.
Green Belt Program (1,000+ Slides)
Cause & Effect Matrix
Central Limit Theorem
1-Way Anova Test
Correlation and Regression