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Design Calculation for Wedge Cam of Small Roller Centering Three-Jaw Jig

机译:小滚子定心三颌夹具楔形凸轮的设计计算

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As wedge cam contour's conventional equation of small roller centering three-jaw jig calculated by classic method is complex and difficult to be used for processing directly, a numerical calculation method for the wedge cam contour is proposed. Firstly, structure and working principle of centering small roller jig is introduced. Secondly, a new numerical calculation method sampling for wedge cam contour using equal step is presented, which can be obtained sampling points expression by numerical calculation model. Then,these samples points assignment will be fitting and interpolation in accordance with quadratic polynomial curve. The equation of quadratic polynomial interpolation on these sampling points these sampling will be obtained, which can be directly applied to NC programming. At last, through comparing fitted quadratic polynomial curve calculated by the numerical method with the theoretical curve calculated by classic method, it is found that the comparison tolerance is much smaller than conventional processing tolerance which is produced by using the theoretical curve for processing. The comparison tolerance is analyzed, refining the sampling step length and using piecewise fitting and interpolation loop calculation method is proposed,which can further improve numerical calculation accuracy to satisfy the requirement of higher and higher positioning. Therefore, it can be concluded that the numerical calculation method can effectively solve the difficult processing problem of wedge cam contour, which will produce better economic benefits.
机译:作为楔形凸轮轮廓,通过经典方法计算的三爪式夹具的常规方程是复杂且难以直接用于加工,提出了一种用于楔形凸轮轮廓的数值计算方法。首先,介绍了以小辊夹具为中心的结构和工作原理。其次,提出了一种新的数值计算方法,用于使用等步骤的楔形凸轮轮廓采样,这可以通过数值计算模型获得采样点表达。然后,这些样本点分配将根据二次多项式曲线拟合和插值。在这些采样点上的二次多项式插值方程将获得这些采样,可以直接应用于NC编程。最后,通过比较通过经典方法计算的理论曲线计算的数值方法计算的拟合二次多项式曲线,发现比较公差远小于通过使用理论曲线进行处理来产生的传统处理公差。分析了比较公差,提出了提出了采样步长和使用分段拟合和插值环计算方法,这可以进一步提高数值计算精度,以满足更高和更高定位的要求。因此,可以得出结论,数值计算方法可以有效解决楔形凸轮轮廓的困难处理问题,这将产生更好的经济效益。

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