2015
DOI: 10.1007/s00170-015-6923-7
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Planning the construction process of a robotic arm using a genetic algorithm

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Cited by 13 publications
(5 citation statements)
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References 22 publications
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“…Mechanism developed for stochastic global search and optimization methods. In the past ten years, the genetic algorithm has developed rapidly and has become one of the powerful tools for solving global optimization problems (Zacharia et al, 2015). This paper uses the GA optimization algorithm based on swarm intelligence as the global search algorithm.…”
Section: Proxy Model Accuracy Verificationmentioning
confidence: 99%
“…Mechanism developed for stochastic global search and optimization methods. In the past ten years, the genetic algorithm has developed rapidly and has become one of the powerful tools for solving global optimization problems (Zacharia et al, 2015). This paper uses the GA optimization algorithm based on swarm intelligence as the global search algorithm.…”
Section: Proxy Model Accuracy Verificationmentioning
confidence: 99%
“…Data set includes seven problems with task numbers differing between 29 and 111: Buxey (29,8,7,14), Sawyer (30,8,7,14), Gunther (35,10,6,15), Kilbridge (45,9,3,11), Tonge (70, 23,3,25), Arcus1 (83,20,3,22), Arcus2 (111,25,3,27). The numbers in the parenthesis indicate the task numbers, the number of test instances contained in the relevant ALBP, minimum and maximum number of workstations of test instances in the relevant ALBP, respectively.…”
Section: Experimental Studymentioning
confidence: 99%
“…Mozdgir et al [22] proposed a DEA that aims to minimize the workload smoothness index. Zacharia et al [23] introduced a GA for solving the SALBP-2 for the assembly line of a robotic arm. Triki et al [24] presented a GA which is hybridised with a local search procedure to solve an extension of SALBP-2 named 'Task Restrictions Assembly Line Balancing Problem' of type 2.…”
Section: Introductionmentioning
confidence: 99%
“…CTmax değerine göre i görevinin atanabileceği en erken istasyon (Eş. (20), [32] m istasyon sayısı (j=1,…,m) n görev sayısı (i=1,…,n) Oj j istasyonu için ortalama iş yükünden yukarı sapma PR aralarında doğrudan öncelik ilişkisi bulunan görev çiftleri kümesi PTi i görevinden önce gelen görevler kümesi ST i i görevinden sonra gelen görevler kümesi t i i görevinin işlem zamanı T görev zamanları toplamı Uj j istasyonu için ortalama iş yükünden aşağı sapma x ij Eğer i görevi j istasyonuna atanırsa, 1; aksi halde, 0…”
Section: Si̇mgeler (Symbols)unclassified
“…Zacharia vd. [20], bir robot kolu montaj hattı için ikinci tip basit montaj hattı dengeleme problemini çözen bir genetik algoritma önermişlerdir. Zhang vd.…”
Section: Gi̇ri̇ş (Introduction)unclassified