Multi-Objective Optimization of Turning Process by Fuca Method

Xuan Thinh Hoang
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引用次数: 2

Abstract

Abstract A study about multi-objective optimization of turning process has been done in this paper. Twenty-five experiments of a matrix designed according to Taguchi method have been performed. In each experiment, the values of five parameters were changed, including tool nose radius, tool holder length, spindle speed, feed rate, and cutting depth. The three output parameters determined for each experiment include surface roughness, roundness deviation and material removal capacity. Four different methods were used to calculate the weights of the output parameters. The FUCA method was used to solve the multi-objective optimization problem. This work was repeated four times with four corresponding weight sets of the criteria. The purpose of solving the multi-objective optimization problem is determining the values of the input parameters to ensure both the surface roughness parameter and the roundness deviation parameter are the smaller the better, and the material removal capacity is the larger the better. A surprising thing happened, the optimal values of the set of input parameters were exactly the same when using four different weighting methods. Accordingly, the optimal values of tool nose radius, tool holder length, spindle speed, feed rate and cutting depth correspondingly are 0.8 (mm), 40 (mm), 587 (rev/min), 0.316 (mm/rev) and 0.6 (mm).
基于Fuca法的车削加工多目标优化
本文对车削加工过程的多目标优化问题进行了研究。根据田口法设计的矩阵进行了25次实验。在每次实验中,改变刀头半径、刀柄长度、主轴转速、进给速度和切削深度等5个参数的值。每个实验确定的三个输出参数包括表面粗糙度、圆度偏差和材料去除能力。使用了四种不同的方法来计算输出参数的权重。采用FUCA方法求解多目标优化问题。这项工作重复了四次,有四个相应的标准权重集。求解多目标优化问题的目的是确定输入参数的取值,以保证表面粗糙度参数和圆度偏差参数越小越好,材料去除能力越大越好。令人惊讶的是,当使用四种不同的加权方法时,输入参数集的最优值是完全相同的。据此,刀头半径、刀柄长度、主轴转速、进给速度和切削深度的最优值分别为0.8 (mm)、40 (mm)、587(转/分)、0.316 (mm/转)和0.6 (mm)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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