Template:Weibull reliable life - Revision history

Richard House: Redirected page to Weibull Distribution Functions

2012-08-13T01:48:46Z

Redirected page to Weibull Distribution Functions

← Older revision		Revision as of 01:48, 13 August 2012
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	~~=== The~~ Weibull ~~Reliable Life ===~~		#REDIRECT [[Weibull Distribution Functions]]

	~~The reliable life, <math> T_{R} \,\!</math>, of a unit for a specified reliability, ''R'', starting the mission at age zero, is given by:~~

	~~::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>~~

	This is the life for which the unit/item will be functioning successfully with a reliability of ''R''. If ''R''=0.50, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.

Harry Guo: /* The Weibull Reliable Life */

2012-02-09T21:34:22Z

The Weibull Reliable Life

← Older revision		Revision as of 21:34, 9 February 2012
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	::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>		::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>

	This is the life for which the unit/item will be functioning successfully with a reliability of ~~<math>~~ R ~~\,\!</math>~~. If ''R''=0.50, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.		This is the life for which the unit/item will be functioning successfully with a reliability of ''R''. If ''R''=0.50, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.

Harry Guo: /* The Weibull Reliable Life */

2012-02-09T21:34:00Z

The Weibull Reliable Life

← Older revision		Revision as of 21:34, 9 February 2012
Line 1:		Line 1:
	=== The Weibull Reliable Life ===		=== The Weibull Reliable Life ===

	The reliable life, <math> T_{R} \,\!</math>, of a unit for a specified reliability,~~<math>~~ R ~~\,\!</math>~~, starting the mission at age zero, is given by:		The reliable life, <math> T_{R} \,\!</math>, of a unit for a specified reliability, ''R'', starting the mission at age zero, is given by:

	::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>		::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>

	This is the life for which the unit/item will be functioning successfully with a reliability of <math> R \,\!</math>. If ''R''=0.50, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.		This is the life for which the unit/item will be functioning successfully with a reliability of <math> R \,\!</math>. If ''R''=0.50, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.

Harry Guo: /* The Weibull Reliable Life */

2012-02-09T21:33:16Z

The Weibull Reliable Life

← Older revision		Revision as of 21:33, 9 February 2012
Line 5:		Line 5:
	::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>		::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>

	This is the life for which the unit/item will be functioning successfully with a reliability of <math> R \,\!</math>, . If ~~,<math>~~ R=0.50 ~~\,\!</math>~~, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.		This is the life for which the unit/item will be functioning successfully with a reliability of <math> R \,\!</math>. If ''R''=0.50, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.

Nicolette Young: Created page with '=== The Weibull Reliable Life === The reliable life, $T_{R} \,\!$ , of a unit for a specified reliability, $R \,\!$ , starting the mission at age zero, is g…'

2012-01-04T16:35:15Z

Created page with '=== The Weibull Reliable Life === The reliable life, <math> T_{R} \,\!</math>, of a unit for a specified reliability,<math> R \,\!</math>, starting the mission at age zero, is g…'

New page

=== The Weibull Reliable Life ===

The reliable life, <math> T_{R} \,\!</math>, of a unit for a specified reliability,<math> R \,\!</math>, starting the mission at age zero, is given by:

::<math> T_{R}=\gamma +\eta \cdot \left\{ -\ln ( R ) \right\} ^{ \frac{1}{\beta }} </math>

This is the life for which the unit/item will be functioning successfully with a reliability of <math> R \,\!</math>, . If ,<math> R=0.50 \,\!</math>, then <math> T_{R}=\breve{T} </math>, the median life, or the life by which half of the units will survive.

Template:Weibull reliable life - Revision history

Richard House: Redirected page to Weibull Distribution Functions

Harry Guo: /* The Weibull Reliable Life */

Harry Guo: /* The Weibull Reliable Life */

Harry Guo: /* The Weibull Reliable Life */

Nicolette Young: Created page with '=== The Weibull Reliable Life === The reliable life, T_{R} \,\!, of a unit for a specified reliability, R \,\!, starting the mission at age zero, is g…'

Nicolette Young: Created page with '=== The Weibull Reliable Life === The reliable life, $T_{R} \,\!$ , of a unit for a specified reliability, $R \,\!$ , starting the mission at age zero, is g…'