A comparative study on reliability-index and target-performance-based probabilistic structural design optimization

By Jae-Ohk Lee, Young-soon Yang, W. Ruy. 2002

282 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Environmental Engineering, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/decbad8aff8f304329c716843721610fb725cb3d

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In Civil and Structural Engineering

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Citations in the corpus

Component and system reliability-based topology optimization using a single-loop method (2010, methodology): “The reliability index approach (RIA) and performance measure approach (PMA) are two different FORM based optimization formulations that incorporate reliability constraints (Youn et al. 2003 ;D u et al.2004; Lee et al. 2002 ).”
Inverse reliability measures and reliability-based design optimisation (2006, methodology): “Lee et al. (2002) adopted the same procedure as Tu et al. (1999) and named it target performance-based approach, calling the inverse measure the target performance.”
Application of bootstrap method in conservative estimation of reliability with limited samples (2010, methodology): “the scope of the paper and can be found in the literature (Rackwitz 2000; Lee et al. 2002).”
A survey on approaches for reliability-based optimization (2010, methodology): “It has been indicated in the literature (see, e.g. Lee et al (2002); Ramu et al (2006)) that iFORM is numerically more stable than RIA.”
Chaos control of performance measure approach for evaluation of probabilistic constraints (2009, methodology): “The mathematical model of RBDO can be generally formulated as (Tu et al. 1999; Lee et al. 2002; Youn et al. 2003; Youn and Choi 2004 ;Y i et al.2008)”
Reliability-based structural optimization with probability and convex set hybrid models (2010, background): “Researches showed that the performance measure approach is inherently robust and superior in aspects of both computational efficiency and numerical stability ( Lee et al. 2002 ).”
Chaos control for numerical instability of first order reliability method (2010, methodology): “Generally, the evaluation of probabilistic constraints has the following two approaches: reliability index approach and performance measure approach (PMA) [3–7].”