2021
DOI: 10.1007/s00366-021-01368-w
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Enhanced grasshopper optimization algorithm using elite opposition-based learning for solving real-world engineering problems

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Cited by 115 publications
(36 citation statements)
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“…The car crashworthiness design problem aims to minimize the weight by optimizing eleven influence variables [ 58 ], including the thickness of B-Pillar inner (x1), B-pillar reinforcement (x2), floor side inner (x3), cross members (x4), door beam (x5), door beltline reinforcement (x6) and roof rail (x7), materials of B-Pillar inner (x8) and floor side inner (x9), barrier height (x10), and barrier hitting position (x11). This problem can be formulated as follows.…”
Section: Experiments On Industrial Engineering Design Problemsmentioning
confidence: 99%
See 1 more Smart Citation
“…The car crashworthiness design problem aims to minimize the weight by optimizing eleven influence variables [ 58 ], including the thickness of B-Pillar inner (x1), B-pillar reinforcement (x2), floor side inner (x3), cross members (x4), door beam (x5), door beltline reinforcement (x6) and roof rail (x7), materials of B-Pillar inner (x8) and floor side inner (x9), barrier height (x10), and barrier hitting position (x11). This problem can be formulated as follows.…”
Section: Experiments On Industrial Engineering Design Problemsmentioning
confidence: 99%
“…The RLTLBO and DE, GA, FA, CS [ 59 ], GOA, and EOBL-GOA [ 58 ] are applied to solve the car crashworthiness problem. As shown in Table 14 , compared to other methods, the proposed RLTLBO achieves the best result than others.…”
Section: Experiments On Industrial Engineering Design Problemsmentioning
confidence: 99%
“…Elite opposition-based learning (EOBL) is an innovative approach in the field of computational intelligence, and it has been applied in many metaheuristic algorithms [31][32][33]. An EOBL strategy is mainly used to improve the diversity of population by evaluating the fitness function of the current and opposition solutions, and then the better solutions are selected as the initial individual.…”
Section: Elite Opposition-based Learningmentioning
confidence: 99%
“…The three-bar truss design is a well-known optimization problem in the realm of civil engineering (see Figure 12). The problem is very popular and has been used to benchmark optimization methods in numerous papers, most recently in [65][66][67][68]. The main goal of this problem is to decrease the weight of a three-bar truss by taking two structural characteristics into account.…”
Section: Three-bar Truss Design Problemmentioning
confidence: 99%