2023
DOI: 10.1016/j.buildenv.2023.110263
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Low-resistance optimization and secondary flow analysis of elbows via a combination of orthogonal experiment design and simple comparison design

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Cited by 14 publications
(2 citation statements)
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References 38 publications
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“…Orthogonal experiment designs Yin, Y. et al (2023) [33] Steady-state and single-objective Chen, M. et al ( 2023) [34] Steady-state and single-objective But there is an important problem in the application of meta-heuristic optimization approaches in some engineering fields (e.g., CFD-based optimal design [4,26,27,31,32] and large ANN hyperparameter optimization [35]): as global optimization approaches, they will produce a large number of sequences, unlike gradient-based methods that produce only one sequence, which makes them need to perform a large number of function evaluations to obtain approximate optimal solutions. For example, the studies based on the meta-heuristic optimization approaches in Table 1 use a sample size of a few hundred to a few thousand.…”
Section: Authors Other Tools Situationsmentioning
confidence: 99%
“…Orthogonal experiment designs Yin, Y. et al (2023) [33] Steady-state and single-objective Chen, M. et al ( 2023) [34] Steady-state and single-objective But there is an important problem in the application of meta-heuristic optimization approaches in some engineering fields (e.g., CFD-based optimal design [4,26,27,31,32] and large ANN hyperparameter optimization [35]): as global optimization approaches, they will produce a large number of sequences, unlike gradient-based methods that produce only one sequence, which makes them need to perform a large number of function evaluations to obtain approximate optimal solutions. For example, the studies based on the meta-heuristic optimization approaches in Table 1 use a sample size of a few hundred to a few thousand.…”
Section: Authors Other Tools Situationsmentioning
confidence: 99%
“…Yin et al [3] completed a study of low-resistance optimization of 90 degree elbows using double guide vanes and achieved a maximum resistance reduction of 38.1 %. Sarstedt et al [4] used topology optimization for fluid flows employing local optimality criteria.…”
Section: Introductionmentioning
confidence: 99%