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...e requirement. For this type of test design, four methods are supported in Weibull++: =Expected Failure Times Plots= <!-- THIS SECTION HEADER IS LINKED FROM OTHER PLACES IN THIS PAGE. IF YOU

...lotted versus stress in the same manner used to create the Life vs. Stress plots. That is, one stress type is kept constant and the other is varied. =T-NT Weibull=

...sis for three components configured reliability-wise in series following a Weibull distribution with <math>\beta =3\,\!</math> and <math>{{\eta }_{1}}=1,000,\

...marketingautomation.services/net/m?md=Rw01CJDOxn%2FabhkPlZsy6DwBQ%2BaCXsGR Weibull++] DOE folio calculations related to the sum of squares used in the analysi ...math> and <math>Y\,\!</math>. This result may be obtained when the scatter plots of against are as shown in (a) of the following figure and (b) of the fol

When performing life data analysis (also commonly referred to as ''Weibull analysis''), the practitioner attempts to make predictions about the life o #Generate plots and results that estimate the life characteristics of the product, such as

...as both one-sided bounds can be displayed simultaneously in Weibull++. In Weibull++, we use upper to represent the higher limit and lower to represent the lo Consider a Weibull distribution with two parameters <math>\beta\,\!</math> and <math>\eta\,\!<

The operating temperature is 356 K. Using the Arrhenius-Weibull model, determine the following: Plot the confidence bounds on both probability and Arrhenius plots. The following use level probability plot, shows the 90% lower confidence l

...nge in the lathe speed has a significant effect on the surface finish. The Weibull++ DOE folio displays these results in the ANOVA table, as shown in the figu Plots of residuals, <math>{{e}_{ij}}\,\!</math>, similar to the ones discussed in

...llowing sections illustrate the steps in this method using the 2-parameter Weibull distribution as an example. This includes: In the case of the 2-parameter Weibull, the ''cdf'' (also the unreliability <math>Q(t)\,\!</math>) is given by:

...ation of failures of the products using distributions such as exponential, Weibull and lognormal. Based on the fitted distribution, failures are mitigated, or ...data of most products are typically well modeled by either the lognormal, Weibull or exponential distribution, but usually do not follow the normal distribut

Such a design can be set up in a Weibull++ DOE folio using the properties shown in the figure below. ...png|center|300px|Types of second order response surfaces and their contour plots. (a) shows the surface with a maximum point, (b) shows the surface with a m

...been performed for the analysis (i.e., Number of Simulations = 1). These plots are meaningless when doing multiple simulations because each run will yield ...lowing a 2-parameter Weibull distribution. The ''cdf'' of the 2-parameter Weibull distribution is given by:

...marketingautomation.services/net/m?md=Rw01CJDOxn%2FabhkPlZsy6DwBQ%2BaCXsGR Weibull++] DOE folios are explained in this chapter because these results are assoc The data of the above table can be entered into the Weibull++ DOE folio using the multiple linear regression folio tool as shown in the

...te data. To achieve consistent application across all possible data types, Weibull++ always uses the Fisher matrix method or likelihood ratio method in comput ...e only determining bounds on one parameter. The contour plots generated in Weibull++ are done with degrees of freedom <math>k=2\,\!</math>, for use in compari

...istinguish these experiments from the other factorial designs supported by Weibull++ DOE folios (see the figure below). [[Image:doe6_10.png|center|800px|Factorial experiments available in Weibull++.|link=]]

...te data. To achieve consistent application across all possible data types, Weibull++ always uses the Fisher matrix in computing confidence intervals. The comp ...e only determining bounds on one parameter. The contour plots generated in Weibull++ are done with degrees of freedom <math>k=2\,\!</math>, for use in compari

...methods cannot calculate the variance of operator by part interaction. In Weibull++ DOE folios, we use the ANOVA method as discussed by Montgomery and Runger ...n chapter [http://reliawiki.org/index.php/General_Full_Factorial_Designs]. Weibull++ DOE folios use this method for balanced designs.

...th> denotes the number of factors being investigated in the experiment. In Weibull++ DOE folios, these designs are referred to as 2 Level Factorial Designs as ...ng|center|487px|Selection of full factorial experiments with two levels in Weibull++.|link=]]