Template:Alta exponential reliability function: Difference between revisions

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(Created page with '====The Reliability Function==== The 1-parameter exponential reliability function is given by: <br> ::<math>R(T)={{e}^{-\lambda T}}={{e}^{-\tfrac{T}{m}}}</math> <br> This functio…')
 
 
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====The Reliability Function====
#REDIRECT [[Distributions_Used_in_Accelerated_Testing]]
The 1-parameter exponential reliability function is given by:
<br>
::<math>R(T)={{e}^{-\lambda T}}={{e}^{-\tfrac{T}{m}}}</math>
<br>
This function is the complement of the exponential cumulative distribution function or:
<br>
::<math>R(T)=1-Q(T)=1-\mathop{}_{0}^{T}f(T)dT</math>
<br>
:and:
<br>
::<math>R(T)=1-\mathop{}_{0}^{T}\lambda {{e}^{-\lambda T}}dT={{e}^{-\lambda T}}</math>
<br>

Latest revision as of 01:22, 16 August 2012

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