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Meta-modeling optimization of the cutting process during turning titanium metal matrix composites (Ti-MMCs)

机译:车削钛金属基复合材料(Ti-MMCs)时切削过程的元模型优化

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摘要

The Outstanding characteristics of titanium metal matrix composites (Ti-MMCs) have brought them up as promising materials in different industries, such as aerospace and biomedical. They exhibit high mechanical and physical properties, in addition to their low weight, high stiffness and high wear resistance. The presence of the ceramic reinforcements in a metallic matrix further contributes to these preferable properties. However, the high abrasive nature of the ceramic particles limits greatly the machinability of this class of material, as they induce significant tool wear and poor surface finish. In this study an attempt is made to find the optimum cutting conditions in terms of minimizing the tool wear and surface roughness during machining Ti-MMCs. Meta-modeling optimization in performed to achieve the goal. In this study the three independent parameters under consideration are the cutting speed, feed rate and the depth of cut. The response parameters are the surface roughness and the tool wear rate. The independent parameters are divided into a set of levels at which the experiments are conducted. At each experimental condition the two response parameters are measured. Kriging meta-modeling technique is used to fit a model to the response parameters in the multi-dimensional space. These models are used, in turn, within a multi-objective optimization algorithm to find the optimum cutting condition space. The above-mentioned algorithm is based on an evolutionary multi-objective search technique known as SPEA (Strength Pareto Evolutionary Algorithm). Copyright \ua9 2013 Elsevier B.V.
机译:钛金属基复合材料(Ti-MMCs)的杰出特性使其成为航空航天和生物医学等不同行业中的有前途的材料。除了重量轻,高刚度和高耐磨性外,它们还具有很高的机械和物理性能。金属基质中陶瓷增强材料的存在进一步有助于这些优选的性能。但是,陶瓷颗粒的高磨蚀性极大地限制了这类材料的可加工性,因为它们会引起明显的工具磨损和不良的表面光洁度。在这项研究中,尝试在最小化Ti-MMC加工期间的刀具磨损和表面粗糙度方面找到最佳切削条件。执行元建模优化以达到目标。在这项研究中,要考虑的三个独立参数是切削速度,进给速度和切削深度。响应参数是表面粗糙度和工具磨损率。独立参数分为一组进行实验的级别。在每个实验条件下,都要测量两个响应参数。使用克里格元模型技术将模型拟合到多维空间中的响应参数。这些模型又用于多目标优化算法中,以找到最佳切割条件空间。上述算法基于称为SPEA(强度帕累托进化算法)的进化多目标搜索技术。版权所有\ ua9 2013 Elsevier B.V.

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