2010
DOI: 10.1049/iet-map.2009.0630
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Design of planar thinned arrays using a Boolean differential evolution algorithm

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Cited by 62 publications
(83 citation statements)
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“…DE has been successfully applied to many EM problems, such as array synthesis [5], electromagnetic imaging [6], and synthesis of coplanar strip lines [7]. Meanwhile, to solve binary optimization problems, some binary versions of DE have been proposed [8,9]. In [9], a novel binary version of DE, namely Boolean differential evolution (BDE), has been applied to thinned array design, and it is observed that DE is also a powerful tool for binary optimization problems.…”
Section: 47-5725 Ghz In Europe)mentioning
confidence: 99%
See 3 more Smart Citations
“…DE has been successfully applied to many EM problems, such as array synthesis [5], electromagnetic imaging [6], and synthesis of coplanar strip lines [7]. Meanwhile, to solve binary optimization problems, some binary versions of DE have been proposed [8,9]. In [9], a novel binary version of DE, namely Boolean differential evolution (BDE), has been applied to thinned array design, and it is observed that DE is also a powerful tool for binary optimization problems.…”
Section: 47-5725 Ghz In Europe)mentioning
confidence: 99%
“…Meanwhile, to solve binary optimization problems, some binary versions of DE have been proposed [8,9]. In [9], a novel binary version of DE, namely Boolean differential evolution (BDE), has been applied to thinned array design, and it is observed that DE is also a powerful tool for binary optimization problems. Genetic algorithm (GA) optimized mesh-grid structure has been widely used in electromagnetic design, problems, such as microstrip patch antenna [10], planar monopole antenna [11], and frequency selective surface (FSS) [12] design ones.…”
Section: 47-5725 Ghz In Europe)mentioning
confidence: 99%
See 2 more Smart Citations
“…Most of these classical optimization methods (such as Newton methods, down-hill and conjugate gradient) are not well suited for thinning an array, because they can only optimize a few continuous problems and often get stuck in local optimal. Therefore, many stochastic, probabilistic or evolutionary optimization approach, such as simulated annealing [5], genetic algorithm [1], immune algorithm [6], ant colony optimization [7], different evolutions [8], particle swarm optimization algorithm [9] were used and shown to be effective for the synthesis of thinned arrays. Some other approaches [10,11] have also been proposed.…”
Section: Introductionmentioning
confidence: 99%