|
| Criterion of the non-probabilistic robust reliability for structures |
| Revised:June 24, 2002 |
| View Full Text View/Add Comment Download reader |
| DOI：10.7511/jslx20041003 |
| KeyWord:structural reliability,convex models,uncertain variables,non-probabilistic robust reliability |
| Qiu Zhiping~* Chen Shanqi Wang Xiaojun |
|
| Hits: 1485 |
| Download times: 8 |
| Abstract: |
| In order to investigate the reliability of structures with the non-probabilistic convex model theory, the uncertain variables are quantified using the convex set. By doing so, the reliability analysis of structures can be conducted by means of optimization or anti-optimization schemes without the knowledge of the statistic information of the uncertain variables. A counter example shows that mistakes may exist in Ben-Haim's theory on the robust reliability. And a new robust reliability criterion based on the non-probabilistic convex model theory was given by using the partial order relation of the superscribed hyperrectangle or interval vectors of convex models. A simple numerical example shows the correctness and feasibility of the proposed criterion on the non-probabilistic robust reliability. |
|
|
|