ROBUST DESIGN OF STRUCTURES USING OPTIMIZATION METHODS
By I. Doltsinis, Zhan Kang. 2004
353 citations recorded by the source corpus.
Subfields: Computational Theory and Mathematics, Environmental Engineering, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/1bb60ccc5736fe632fe1bba7ea8a161f8ee634a7
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Theory and Mathematics
- Zhan Kang
- Nong Zhang
- Zhen Luo
- Jinglai Wu
- Yangjun Luo
- Yunqing Zhang
- Sankaran Mahadevan
- Izuru Takewaki
In Environmental Engineering
- Yangjun Luo
- Izuru Takewaki
- Yoshihiro Kanno
- Rajib Chowdhury
- Subrata Chakraborty
- Mark P. McDonald
- L. Green
- Zhen Luo
In Statistics and Probability
- Zhen Luo
- Jinglai Wu
- Nong Zhang
- Yunqing Zhang
- Yangjun Luo
- Zhan Kang
- Subrata Chakraborty
- Izuru Takewaki
Citations in the corpus
- Robustness-based design optimization under data uncertainty (2011, methodology): “[14] Doltsinis, I, and Kang, Z, Robust design of structures using optimization methods, Comput, Methods Appl.”
- Robustness analysis of trusses with separable load and structural uncertainties (2006, background): “Especially, optimum truss designs maximizing the robustness function or for specified robustness function often have many worst cases (Kanno and Takewaki, 2004b).”
- A new interval uncertain optimization method for structures using Chebyshev surrogate models (2015, methodology): “It is noted that the midpoint value and width are functionally similar to the probabilistic counterparts in the conventional robust design optimization [3], which is a standard technique to minimize both the mean value and the standard deviation of the objective function.”
- Reliability-based structural optimization with probability and convex set hybrid models (2010, methodology): “The probabilistic model has been successfully used in many real-life engineering applications for structural reliabilitybased design optimization (RBDO) (Frangopol and Corotis 1996; Papadrakakis and Lagaros 2002) as well as robust design optimization (Doltsinis and Kang 2004; Beyer and Sendhoff 2007”
- Reliability-based optimization of stochastic systems using line search (2009, background): “In this regard, the optimal design can be defined as the best feasible design according to a preselected quantitative measure of effectiveness [3,10,11,14].”
- A Surrogate Based Multi-fidelity Approach for Robust Design Optimization (2017, methodology): “It is observed that the proposed HF DEA-PCFE yields excellent results 351 outperforming Kriging based RDO and method proposed in [48].”
- Sequential Semidefinite Program for Maximum Robustness Design of Structures under Load Uncertainty (2006, background): “where F and U have been defined in (5) and (12), respectively.”