2021
DOI: 10.1177/1063293x211065506
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Balancing of parallel U-shaped assembly lines with a heuristic algorithm based on bidirectional priority values

Abstract: Aiming at improving assembly line efficiency and flexibility, a balancing method of parallel U-shaped assembly line system is proposed. Based on the improved product priority diagram, the bidirectional priority value formula is obtained. Then, assembly lines are partitioned into z-q partitions and workstations are defined. After that, the mathematical model of the parallel U-shaped assembly line balancing problem is established. A heuristic algorithm based on bidirectional priority values is used to solve expl… Show more

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Cited by 2 publications
(1 citation statement)
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“…Based on the research of domestic and foreign literature on the balance of two-sided assembly line, U-type assembly line (Jiao et al, 2019), and TUAL (Jiao et al, 2020), section 2 defines a new p-l partition layout of TUAL; Section 3 establishes a mathematical model of the balance of the TUAL under multiple constraints; Section 4 proposes a heuristic algorithm for multi-level priority rules; Section 5 illustrates the specific process of solving the model by the heuristic algorithm of multi-level priority rules (HAMPR) with 16 node examples; Section 6 calculates classical examples and compares them with the calculation results of the improved particle swarm optimization (PSO) (Delice et al, 2017) and the bi-objective integer programming model method (BIOIP) (Agpak et al, 2012); Section 6 summarizes the content of this paper.…”
Section: Introductionmentioning
confidence: 99%
“…Based on the research of domestic and foreign literature on the balance of two-sided assembly line, U-type assembly line (Jiao et al, 2019), and TUAL (Jiao et al, 2020), section 2 defines a new p-l partition layout of TUAL; Section 3 establishes a mathematical model of the balance of the TUAL under multiple constraints; Section 4 proposes a heuristic algorithm for multi-level priority rules; Section 5 illustrates the specific process of solving the model by the heuristic algorithm of multi-level priority rules (HAMPR) with 16 node examples; Section 6 calculates classical examples and compares them with the calculation results of the improved particle swarm optimization (PSO) (Delice et al, 2017) and the bi-objective integer programming model method (BIOIP) (Agpak et al, 2012); Section 6 summarizes the content of this paper.…”
Section: Introductionmentioning
confidence: 99%