Reliability Data - Lloyd-Lipow Model: Difference between revisions
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<li>The next figure displays the estimated parameters. | <li>The next figure displays the estimated parameters. | ||
[[Image:rga6.6.png|thumb|center| | [[Image:rga6.6.png|thumb|center|650px|Estimated Lloyd-Lipow parameters using least squares.]] | ||
</li> | </li> | ||
<li>The figure below displays Reliability vs. Time plot with 90% 2-sided confidence bounds. | <li>The figure below displays Reliability vs. Time plot with 90% 2-sided confidence bounds. |
Revision as of 23:34, 31 January 2014
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This example appears in the Reliability Growth and Repairable System Analysis Reference book.
Given the reliability data in the table below, do the following:
- Fit the Lloyd-Lipow model to the data using least squares analysis.
- Plot the Lloyd-Lipow reliability with 90% 2-sided confidence bounds.
- How many months of testing are required to achieve a reliability goal of 90%?
- What is the attainable reliability if the maximum duration of testing is 30 months?
Time(months) | Reliability(%) |
---|---|
1 | 33.35 |
2 | 42.50 |
3 | 58.02 |
4 | 68.50 |
5 | 74.20 |
6 | 80.00 |
7 | 82.30 |
8 | 89.50 |
9 | 91.00 |
10 | 92.10 |
Solution
- The next figure displays the estimated parameters.
- The figure below displays Reliability vs. Time plot with 90% 2-sided confidence bounds.
- The next figure shows the number of months of testing required to achieve a reliability goal of 90%.
- The figure below displays the reliability achieved after 30 months of testing.