2015
DOI: 10.1002/fld.4068
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An improved genetic algorithm and its applications to the optimisation design of an aspirated compressor profile

Abstract: SUMMARYGenetic algorithm (GA) is a widely used method for numerical optimisation owing to their good global search ability; however, their local search ability has an obvious shortcoming. To improve local search ability, this paper introduces a simplex method and combines it with a GA to form an improved genetic algorithm (IGA). In the IGA, at each generation of the original GA, high-fitness individuals are selected as vertices of a simplex, and then a one-dimensional search within the simplex is conducted to … Show more

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Cited by 12 publications
(2 citation statements)
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“…The optimal design is carried out on several compressor/fan rotors, stators and stages, and the results are satisfactory. [26][27][28] The process of optimization is shown in Figure 24. The numerical optimization uses a GA; the initial blade superposition modification is used, and the modifications are obtained using the parameterization method of the Bezier curve 29 (seen in Figure 25).…”
Section: Introduction To the Automatic Optimization Methodsmentioning
confidence: 99%
“…The optimal design is carried out on several compressor/fan rotors, stators and stages, and the results are satisfactory. [26][27][28] The process of optimization is shown in Figure 24. The numerical optimization uses a GA; the initial blade superposition modification is used, and the modifications are obtained using the parameterization method of the Bezier curve 29 (seen in Figure 25).…”
Section: Introduction To the Automatic Optimization Methodsmentioning
confidence: 99%
“…Gradient-free methods address some of these issues: they are better at finding the global optimum 2 and are well suited for complex optimization tasks (non-linear and non-convex functions) 2,7 . Within gradient-free methods, Genetic Algorithms (GA) modified for aerodynamic optimization have been developed to tackle the limitations of gradient-based methods 22,23 . The benefits of gradient-free methods come at the cost of more complex methods having higher computational costs (compared to gradient-based approaches), poor constraint handling abilities and limitations on the number of design variables handled 2 , resulting in low convergence speeds when coupling gradient-free methods with high-fidelity solvers 6,8,9 .…”
Section: Introductionmentioning
confidence: 99%