Sequential Data - Standard Gompertz Model
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This example appears in the Reliability growth reference.
Calculate the parameters of the Gompertz model using the sequential data in the following table.
Run Number | Result | Successes | Observed Reliability(%) |
---|---|---|---|
1 | F | 0 | |
2 | F | 0 | |
3 | F | 0 | |
4 | S | 1 | 25.00 |
5 | F | 1 | 20.00 |
6 | F | 1 | 16.67 |
7 | S | 2 | 28.57 |
8 | S | 3 | 37.50 |
9 | S | 4 | 44.44 |
10 | S | 5 | 50.00 |
11 | S | 6 | 54.55 |
12 | S | 7 | 58.33 |
13 | S | 8 | 61.54 |
14 | S | 9 | 64.29 |
15 | S | 10 | 66.67 |
16 | S | 11 | 68.75 |
17 | F | 11 | 64.71 |
18 | S | 12 | 66.67 |
19 | F | 12 | 63.16 |
20 | S | 13 | 65.00 |
21 | S | 14 | 66.67 |
22 | S | 15 | 68.18 |
Solution
Using RGA, the parameter estimates are shown in the following figure.