The flatness of individual components can critically influence the fit or lack-of-fit of compact, small assemblies. To ensure high yield, flatness is tightly toleranced and controlled. According to the standard definition of flatness, the underlying distribution of flatness measurements should be asymmetric. In this paper, 20 industrial flatness data sets from four different processes and three different materials are examined. To accommodate measurement round-off and small sample sizes, the Moran log spacing statistic is used to test if the normal distribution provides an adequate fit. The results demonstrate that the symmetric normal distribution provides an adequate fit for all the data sets. Such a result is important in confirming the use of root-mean-square tolerance analysis techniques, as well as selecting process monitoring and summarizing statistics.
- Form tolerance
- Moran goodness-of-fit statistic
- Tolerance analysis
ASJC Scopus subject areas
- Safety, Risk, Reliability and Quality
- Industrial and Manufacturing Engineering