2016
DOI: 10.1016/j.matdes.2015.11.059
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Surrogate-based Pareto optimization of annealing parameters for severely deformed steel

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Cited by 11 publications
(2 citation statements)
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“…These solutions are called "Pareto optimal," wherein it is impossible to increase one objective's fitness without decreasing the fitness in at least another objective (Coello, 1999). Isolating the Pareto Front (PF) allows the system designer to evaluate the best trade-offs between competing objectives and exploit the design space (Ghiabakloo et al, 2016). The information obtained at the embodiment design stage can be refined and reused at the detailed design stage by focusing on a narrower non-dominated and feasible design region while exploiting a concrete system-level optimal design in a point-wise solution manner (Xiong et al, 2019).…”
Section: Mdo Framework and Decomposition Of Disciplinesmentioning
confidence: 99%
“…These solutions are called "Pareto optimal," wherein it is impossible to increase one objective's fitness without decreasing the fitness in at least another objective (Coello, 1999). Isolating the Pareto Front (PF) allows the system designer to evaluate the best trade-offs between competing objectives and exploit the design space (Ghiabakloo et al, 2016). The information obtained at the embodiment design stage can be refined and reused at the detailed design stage by focusing on a narrower non-dominated and feasible design region while exploiting a concrete system-level optimal design in a point-wise solution manner (Xiong et al, 2019).…”
Section: Mdo Framework and Decomposition Of Disciplinesmentioning
confidence: 99%
“…This approach results in a significant reduction in computation effort and thus improves the performance of the optimization method. The strategy of using the metamodel technique has been proved to be efficient when a multi-objective optimization problem is solved by a population-based method, being either the PPDA [27][28][29] or any GA scheme [30,31], which often requires a huge number of function evaluations. The metamodels are constructed, trained and tested using FE simulation results of a group of selected configurations which are called sampling points.…”
Section: Metamodeling Techniquementioning
confidence: 99%