Template:Weibull++ Equation Fit Solver Example: Difference between revisions

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Equation Fit Solver can be used to do linear and nonlinear regression.  Assume an engineer collected the following degradation data.  
Equation Fit Solver can be used to do linear and nonlinear regression.  Assume an engineer collected the following degradation data.  


Time Reading
{| | border="1" class="wikitable" style="margin: 1em auto 1em auto"
5 8.08
| align="center" style="background:#f0f0f0;"|'''Time'''
10 13.52
| align="center" style="background:#f0f0f0;"|'''Reading'''
15 21.86
|-
20 31.96
| 5||8.08
25 37.86
|-
30 46.67
| 10||13.52
35 53.35
|-
40 62.29
| 15||21.86
45 71.62
|-
50 80.37
| 20||31.96
55 91.43
|-
60 104.00
| 25||37.86
|-
| 30||46.67
|-
| 35||53.35
|-
| 40||62.29
|-
| 45||71.62
|-
| 50||80.37
|-
| 55||91.43
|-
| 60||104.00
|-
|
|}

Revision as of 17:19, 7 March 2012

Weibull++ Equation Fit Solver Example

Equation Fit Solver can be used to do linear and nonlinear regression. Assume an engineer collected the following degradation data.

Time Reading
5 8.08
10 13.52
15 21.86
20 31.96
25 37.86
30 46.67
35 53.35
40 62.29
45 71.62
50 80.37
55 91.43
60 104.00