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===Using Contour Plots===
#REDIRECT [[Comparing_Life_Data_Sets]]
To determine whether two data sets are significantly different and at what confidence level, one can utilize the contour plots provided in Weibull++. By overlaying two contour plots from two different data sets (analyzed using the same distribution) at the same confidence level, one can visually assess whether the data sets are significantly different at that confidence level if there is no overlap on the contours.  The disadvantage of this method is that the same distribution must be fitted to both data sets.
 
'''Example 1:'''
{{Example: Life Comparison-Compare Two Designs Using Contour Plot}}
 
 
'''Critical Confidence Level'''
 
The Critical Confidence Level utility is located as an option in the Overlay Contour Plot Setup window. To activate the utility, check the “Plot Critical Level” box as shown in the figure below.
 
[[Image:Conleveldetector.jpg|thumb|center|300px| ]]  
 
The critical confidence level utility determines the confidence level at which the contour plots of two data sets meet at a single point. This is the minimum confidence level at which the contour plots of the two different data sets overlap. At any confidence level below this minimum confidence level, the contour plots of the two data sets will not overlap and there will be a statistically significant difference between the two populations at that level. For the two data sets in the above [[ Life Comparison Example 2|Example 2]], the critical confidence level 94.243%. This can be seen in the figure below.
 
[[Image:Life Comparison Critical CL.png|thumb|center|300px| ]] 
 
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The confidence level is decreased until the contour plots meet at a single point.

Latest revision as of 06:32, 13 August 2012

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