弯曲主轴头钻孔微孔扩径和圆度差异的实验与数值研究

S. Shinde, R. Lekurwale
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引用次数: 3

摘要

弯曲轴承或弯曲弹匣允许非常纳米的轴向位移运动,这是无摩擦和无噪音的。所获得的机构的重复性是通过加载元件的弯曲来实现的。轴承可以在真空,高温(0-40°C)和潮湿条件等严格条件下运行。因此,由于这些固有特性,这些轴承在线性压缩机的线性轴承,弯曲轴承电磁线性执行器和寄生无误差机构等应用中被观察到。由于具有较高的定位精度和可重复性,微钻主轴头用低成本弯曲装盒的设计和开发成为可能。这种弯曲药筒提供了一个线性导轨,同时在试样内部喂入(在微钻孔操作中)。设计的头部阻尼和抵消力,作用在承载微工具的轴上。所设计的主轴头携带三脚螺旋弯曲堆装配在所设计的机床上。在主轴轴上测量的偏差为50µm。用直径分别为1mm、0.8 mm、0.5 mm的三把钻头钻取铝、黄铜、亚克力、低碳钢四种试件。本文的主要目的是了解实验方法和数值方法对直径扩大和圆度的差异分析。实验方法预测的答案可能具有第二种可能的价值,因为它取决于在计算机辅助设计(CAD)环境中对圆/点的刻划判断。这种模糊性被MATLAB代码排除,它给出了一个具体的答案。铝、黄铜、亚克力和低碳钢试件的最大直径增大差异分别为3.8µm、11µm、24.6µm和16.1µm,而相同试件的最大圆度差异分别为11.8µm、1.3µm、8.2µm和16.8µm。这种差异被称为“错误”。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Experimental and numerical investigation of difference in diameter enlargement and circularity of micro-holes drilled by flexural spindle head
The flexural bearing or the flexural cartridge allows very nano-meter axial displacement movement, which is frictionless and noiseless. The repeatability of the mechanism obtained is achieved by bending of the load element. The bearing can operate under stringent conditions such as vacuum, elevated temperatures (0–40 °C), and moist conditions. Hence, due to these indigenous properties, these bearings are observed in applications such as linear bearing of linear compressor, flexural bearing electromagnetic linear actuator, and parasitic error-free mechanism. The endorsed capability of obtaining high-level positional accuracy along with repeatability leads to design and development of low-cost flexural cartridge for micro-drilling spindle head. This flexural cartridge provides a linear guideway while feeding inside the test specimen (in micro-drilling operation). The designed head dampens and nullifies the force, acting on the shaft carrying the micro-tool. The designed spindle head carrying the three-leg spiral flexural stack is assembled on the designed machine tool. The run out measured on the spindle shaft is 50 µm. Four test specimens, namely aluminum, brass, acrylic and mild steel, are drilled by three drills of diameter 1 mm, 0.8 mm, and 0.5 mm each. The main objective of the article is to understand the differential analysis of diameter enlargement and circularity between the experimental method and the numerical method. The answers predicted by the experimental method may have second possible value as it depends upon judgment of inscribing the circle/points in the computer-aided design (CAD) environment. This ambiguity is excluded by the MATLAB code, which gives one specific answer. The maximum difference in diameter enlargement for aluminum, brass, acrylic, and mild steel specimens are 3.8 µm, 11 µm, 24.6 µm, and 16.1 µm, respectively, whereas the maximum difference in circularity for the same specimens is 11.8 µm, 1.3 µm, 8.2 µm, and 16.8 µm, respectively. This difference is termed as the |error|.
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