Weibull++ Life Comparison - Revision history

Richard House: Redirected page to Template:WebNotes/Weibull++Life Comparison

2015-07-10T16:14:38Z

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2013-05-21T17:19:59Z

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	The Life Comparison tool calculates the probability that the failure times of one population will be better or worse than the failure times of the second. This allows you to compare life distributions from two alternate designs, manufacturers, lots, assembly lines, etc. in order determine whether the units in the first group will outlast the units in the second.
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	~~\| [http://reliawiki.com/index.php/Comparing_Life_Data_Sets the theory textbook...]~~
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2013-02-15T22:26:58Z

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2012-07-27T03:57:14Z

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	The Life Comparison tool calculates the probability that the times~~-to-failure~~ of one population will be better or worse than the times~~-to-failure~~ of the second. This allows you to compare life distributions from two alternate designs, manufacturers, lots, assembly lines, etc. in order determine whether the units in the first group will outlast the units in the second.		The Life Comparison tool calculates the probability that the failure times of one population will be better or worse than the failure times of the second. This allows you to compare life distributions from two alternate designs, manufacturers, lots, assembly lines, etc. in order determine whether the units in the first group will outlast the units in the second.
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	\| [http://help.synthesis8.com/weibull_alta8/life_comparison_example.htm ~~use~~ example(s)...]		\| [http://help.synthesis8.com/weibull_alta8/life_comparison_example.htm application example(s)...]
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2012-07-18T11:32:17Z

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2012-03-23T00:10:17Z

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2012-03-22T23:58:58Z

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2012-03-22T23:56:40Z

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2012-03-22T23:56:05Z

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2012-03-22T23:52:09Z

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	~~Content 1~~		The Life Comparison tool calculates the probability that the times-to-failure of one population will be better or worse than the times-to-failure of the second. This allows you to compare life distributions from two alternate designs, manufacturers, lots, assembly lines, etc. in order determine whether the units in the first group will outlast the units in the second.
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