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A fuzzy goal-programming model of machine-tool selection and operation allocation problem in FMS: a quick converging simulated annealing-based approach

机译:FMS中机床选择和操作分配问题的模糊目标编程模型:基于快速收敛模拟退火的方法

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摘要

Fuzzy set theory has been widely accepted in modelling of some of the vague phenomena and relationships that are non-stochastic in nature. The problem of machine-tool selection and operation allocations in a flexible manufacturing system usually involves parameters that are non-deterministic and imprecise in nature. This paper adopts a fuzzy goal-programming model having multiple conflicting objectives and constraints pertaining to the machine-tool selection and operation allocation problem, and a new random search optimization methodology termed Quick Converging Simulated Annealing (QCSA) is being used to resolve the underlying issues. The main feature of the proposed QCSA algorithm is that it outperforms genetic algorithm and simulated annealing approaches as far as convergence to the near optimal solution is concerned. Moreover, it is also capable of eluding local optima. Extensive experiments are performed on a problem involving real-life complexities, and some of the computational results are reported to validate the efficacy of the proposed algorithm.
机译:模糊集理论已被广泛接受,用于建模一些本质上非随机的模糊现象和关系。柔性制造系统中的机床选择和操作分配问题通常涉及不确定性和本质上不精确的参数。本文采用了一种模糊目标规划模型,该模型具有与机床选择和操作分配问题相关的多个冲突目标和约束,并且正使用一种称为快速收敛模拟退火(QCSA)的新随机搜索优化方法来解决潜在问题。 。所提出的QCSA算法的主要特征是,在收敛到接近最优解的方面,它优于遗传算法和模拟退火方法。此外,它还能够避免局部最优。针对涉及现实生活复杂性的问题进行了广泛的实验,并报告了一些计算结果以验证所提出算法的有效性。

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