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Multi-objective harmonious colony-decision algorithm for more efficiently evaluating assembly sequences

机译:用于更有效地评估装配顺序的多目标和谐殖民地决策算法

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Purpose - Complex products, such as aircrafts and ships, are assembled from many parts and there are many available assembly sequences. Selecting the best from the available assembly sequences is challenging because of many factors, such as assembly performance, assemblability, assembly cost, assembly quality and assembly time. The purpose of this paper is to investigate a new and efficient algorithm aimed at this goal. Design/methodology/approach - A new and efficient algorithm evaluating assembly sequences based on multi-objective harmonious colony-decision method is presented. This algorithm mainly includes three key steps: first, presenting the priority relationship between assembly sequences and the coefficient matrix for these objectives: assembly performance, assemblability, assembly cost, assembly quality, assembly time, and so on by several experts; second, calculating the maximum of harmonious values and harmonious priority value; third, if the maximum of harmonious priority value is not negative, the algorithm ends. Then the priority relationships of assembly sequences are obtained and the optimal assembly sequence can be selected. Findings - This algorithm can efficiently support several experts to evaluate assembly sequences according to plenty of evaluation objectives and then to output a harmonious and recognized priority relationship of assembly sequences.rnPractical implications - The algorithm is applied successfully to evaluate assembly sequences and select the optimal assembly sequence for component of aircraft's wing with fixtures. Originality/value - This algorithm provides a new method to synthetically evaluate assembly sequences for complex product according to multi-objectives.
机译:目的-复杂的产品(例如飞机和轮船)是由许多零件组装而成的,并且有许多可用的组装顺序。由于许多因素,例如装配性能,可装配性,装配成本,装配质量和装配时间,因此从可用的装配顺序中选择最佳是一项挑战。本文的目的是研究针对此目标的新型高效算法。设计/方法/方法-提出了一种新的高效的基于多目标和谐殖民地决策方法的装配顺序评估算法。该算法主要包括三个关键步骤:首先,针对这些目标,提出装配顺序和系数矩阵之间的优先级关系:装配性能,装配性,装配成本,装配质量,装配时间等;其次,计算和谐值和和谐优先值的最大值。第三,如果和谐优先级值的最大值不为负,则算法结束。然后获得装配顺序的优先级关系,并可以选择最佳装配顺序。研究结果-该算法可以有效地支持多位专家根据大量评估目标评估装配顺序,然后输出协调一致的公认优先级装配关系。rn实际意义-该算法成功地应用于评估装配顺序并选择最佳装配带有固定装置的飞机机翼组件的顺序。原创性/价值-该算法提供了一种新方法,可以根据多目标对复杂产品的装配顺序进行综合评估。

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