微铣削过程平均粗糙度预测的数学模型

C. Burlacu, O. Iordan
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引用次数: 3

摘要

表面粗糙度在微铣削加工和任何加工过程中都起着非常重要的作用,因为它表明了被加工表面的状态。许多表面粗糙度参数可用于分析表面,但最常用的表面粗糙度参数是平均粗糙度(Ra)。本文介绍了C45W钢微铣削加工的实验结果,以及根据加工条件确定Ra参数的方法。通过光谱分析确定材料的化学特性,在一点和两点测量化学成分,图形和表格。采用Surtronic 3+型轮廓仪检测表面粗糙度;研究了独立参数的影响,得到了Ra参数与工艺变量之间的合理关系。采用多元回归方法建立数学模型,选取4个自变量D、v、ap、fz;采用SPSS统计软件进行分析。采用方差的ANOVA分析和F检验来证明数学模型的准确性。采用多元回归方法确定标准变量与预测变量之间的相关性。该预测模型可用于微铣削工艺优化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical modelling to predict the roughness average in micro milling process
Surface roughness plays a very important role in micro milling process and in any machining process, because indicates the state of the machined surface. Many surface roughness parameters that can be used to analyse a surface, but the most common surface roughness parameter used is the average roughness (Ra). This paper presents the experimental results obtained at micro milling of the C45W steel and the ways to determine the Ra parameter with respect to the working conditions. The chemical characteristics of the material were determined from a spectral analysis, chemical composition was measured at one point and two points, graphical and tabular. A profilometer Surtronic 3+ was used to examine the surface roughness profiles; the effect of independent parameters can be investigated and can get a proper relationship between the Ra parameter and the process variables. The mathematical model were developed, using multiple regression method with four independent variables D, v, ap, fz; the analysis was done using statistical software SPSS. The ANOVA analysis of variance and the F- test was used to justify the accuracy of the mathematical model. The multiple regression method was used to determine the correlation between a criterion variable and the predictor variables. The prediction model can be used for micro milling process optimization.
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