Template:Example: Weibull Disribution Conditional Reliability RRX Example - Revision history

Chris Kahn: Redirected page to Weibull Distribution Examples#Weibull Distribution Unreliability RRX Example

2012-08-14T04:46:14Z

← Older revision		Revision as of 04:46, 14 August 2012
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	#REDIRECT [[~~Weibull Distribution Examples~~]]		#REDIRECT [[Weibull_Distribution_Examples#Weibull_Distribution_Unreliability_RRX_Example]]

2012-08-14T02:15:52Z

← Older revision		Revision as of 02:15, 14 August 2012
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	~~'''Weibull Distribution Conditional Reliability RRX Example'''~~		#REDIRECT [[Weibull Distribution Examples]]

	~~What is the reliability for a new mission of t = 10 hours duration, starting the new mission at the age of T = 30 hours, for the same data as~~ [[~~Example:~~ Weibull ~~Disribution Unreliability RRX Example\|Example 8]]?~~

	~~'''Solution'''~~

	~~The conditional reliability is given by:~~

	~~::<math>R(t\|T)=\frac{R(T+t)}{R(T)}</math>~~

	~~or:~~

	~~::<math>\hat{R}(10hr\|30hr)=\frac{\hat{R}(10+30)}{\hat{R}(30)}=\frac{\hat{R}(40)}{\hat{R}(30)}</math>~~


	~~Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.~~

	~~[[Image: Conditional R.png\|center\|550px~~]]

2012-08-08T09:19:24Z

← Older revision		Revision as of 09:19, 8 August 2012
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	'''Weibull ~~Disribution~~ Conditional Reliability RRX Example'''		'''Weibull Distribution Conditional Reliability RRX Example'''

	What is the reliability for a new mission of t = 10 hours duration, starting the new mission at the age of T = 30 hours, for the same data as [[Example: Weibull Disribution Unreliability RRX Example\|Example 8]]?		What is the reliability for a new mission of t = 10 hours duration, starting the new mission at the age of T = 30 hours, for the same data as [[Example: Weibull Disribution Unreliability RRX Example\|Example 8]]?

2012-08-06T05:29:20Z

← Older revision		Revision as of 05:29, 6 August 2012
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	The conditional reliability is given by:		The conditional reliability is given by:

	~~<center>~~<math>R(t\|T)=\frac{R(T+t)}{R(T)}</math~~></center~~>		::<math>R(t\|T)=\frac{R(T+t)}{R(T)}</math>

	or:		or:

	~~<center>~~<math>\hat{R}(10hr\|30hr)=\frac{\hat{R}(10+30)}{\hat{R}(30)}=\frac{\hat{R}(40)}{\hat{R}(30)}</math~~></center~~>		::<math>\hat{R}(10hr\|30hr)=\frac{\hat{R}(10+30)}{\hat{R}(30)}=\frac{\hat{R}(40)}{\hat{R}(30)}</math>


	Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.		Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.

	[[Image: Conditional R.png~~\|thumb~~\|center\|~~450px~~]]		[[Image: Conditional R.png\|center\|550px]]

2012-08-06T05:12:34Z

← Older revision		Revision as of 05:12, 6 August 2012
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	What is the reliability for a new mission of t = 10 hours duration, starting the new mission at the age of T = 30 hours, for the same data as [[Example: Weibull Disribution Unreliability RRX Example\|Example 8]]?		What is the reliability for a new mission of t = 10 hours duration, starting the new mission at the age of T = 30 hours, for the same data as [[Example: Weibull Disribution Unreliability RRX Example\|Example 8]]?


	'''Solution'''		'''Solution'''

2012-08-06T05:12:23Z

← Older revision		Revision as of 05:12, 6 August 2012
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	Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.		Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.

	[[Image: Conditional R.png\|thumb\|center\|~~300px~~]]		[[Image: Conditional R.png\|thumb\|center\|450px]]

2012-04-25T18:27:58Z

← Older revision		Revision as of 18:27, 25 April 2012
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	Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.		Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.

	[[Image: Conditional R.png\|thumb\|center\|~~400px~~]]		[[Image: Conditional R.png\|thumb\|center\|300px]]

2012-02-29T22:24:02Z

← Older revision		Revision as of 22:24, 29 February 2012
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	Again, the Quick Calculation Pad can provide this result directly and more accurately than the plot.		Again, the '''Quick Calculation Pad''' can provide this result directly and more accurately than the plot.

	[[Image: Conditional R.png\|thumb\|center\|400px]]		[[Image: Conditional R.png\|thumb\|center\|400px]]

2012-02-29T22:23:17Z

← Older revision		Revision as of 22:23, 29 February 2012
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	Again, the Quick Calculation Pad can provide this result directly and more accurately than the plot.		Again, the Quick Calculation Pad can provide this result directly and more accurately than the plot.

	[[Image: Conditional R.png\|thumb\|center\|400px]		[[Image: Conditional R.png\|thumb\|center\|400px]]

2012-02-29T22:23:04Z

← Older revision		Revision as of 22:23, 29 February 2012
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	Again, the Quick Calculation Pad can provide this result directly and more accurately than the plot.		Again, the Quick Calculation Pad can provide this result directly and more accurately than the plot.

	[[~~image~~: Conditional R.png\|center\|400px]		[[Image: Conditional R.png\|thumb\|center\|400px]