View source for General Log-Linear (GLL)-Weibull Model

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This example validates the calculation of GLL relationship for Weibull distribution.


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The data set is from Example 7.14 on page 297 in book ''Life Cycle Reliability Engineering'' by Dr. Guangbin Yang, John Wiley & Sons, 2007.


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The data is given below.
{| {{table}}
!State F/S
!Time to State (Hr)
!Temperature (°C)
!Group ID
|-
| F||1138||100||1
|-
| F||1944||100||1
|-
| F||2764||100||1
|-
| F||2846||100||1
|-
| F||3246||100||1
|-
| F||3803||100||1
|-
| F||5046||100||1
|-
| F||5139||100||1
|-
| S||5500||100||1
|-
| S||5500||100||1
|-
| S||5500||100||1
|-
| S||5500||100||1
|-
| F||1121||120||2
|-
| F||1572||120||2
|-
| F||2329||120||2
|-
| F||2573||120||2
|-
| F||2702||120||2
|-
| F||3702||120||2
|-
| F||4277||120||2
|-
| S||4500||120||2
|-
| F||420||150||3
|-
| F||650||150||3
|-
| F||703||150||3
|-
| F||838||150||3
|-
| F||1086||150||3
|-
| F||1125||150||3
|-
| F||1387||150||3
|-
| F||1673||150||3
|-
| F||1896||150||3
|-
| F||2037||150||3
|}



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The model used in the book is:

::<math>\,\!ln\left ( \eta  \right )=\alpha _{0}+\alpha _{1}\frac{1}{T}</math> 


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