2018
DOI: 10.2507/ijsimm17(1)co2
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Optimization Algorithm Simulation for Dual-Resource Constrained Job-Shop Scheduling

Abstract: This research aims to optimize the job-shop scheduling constrained by manpower and machine under complex manufacturing conditions. To this end, a branch population genetic algorithm was presented based on compressed time-window scheduling strategy, and optimized with elite evolution and fanshaped roulette operator. Specifically, the compressed time-window scheduling strategy was proposed to meet the two optimization targets: the maximum makespan and the total processing cost. Then, the elite evolution and fan-… Show more

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Cited by 10 publications
(4 citation statements)
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“…Compared to other algorithms from literature, results show that the proposed method is more effective. Similarly, Zhong & Yang (2018) propose a BPGA to solve the DRC Job Shop Problem (DR-CJSP), based on a compressed time window scheduling strategy, under the objective of minimizing makespan and total costs. Compared to an NSGA algorithm of the same authors, BPGA provides better results, lowering both objectives.…”
Section: Scheduling With Speeding-up Resource Typesmentioning
confidence: 99%
“…Compared to other algorithms from literature, results show that the proposed method is more effective. Similarly, Zhong & Yang (2018) propose a BPGA to solve the DRC Job Shop Problem (DR-CJSP), based on a compressed time window scheduling strategy, under the objective of minimizing makespan and total costs. Compared to an NSGA algorithm of the same authors, BPGA provides better results, lowering both objectives.…”
Section: Scheduling With Speeding-up Resource Typesmentioning
confidence: 99%
“…TOC's key processes are focused on removing barriers that prevent each part from working together as an integrated whole. TOC becomes an important problem structuring and solving methodology, which changes the way of thinking of managers [16], [17], [18].…”
Section: Fig 2 Basic Principles Of Pull-based Approachmentioning
confidence: 99%
“…Zhang et al [14] used binary PSO to optimize the multi-technique, multiresponse FJSSP. Zhong et al [15] optimized dual resource constraint JSSP to optimize the makespan and total processing cost. They proposed branch population GA for optimization.…”
Section: Introductionmentioning
confidence: 99%