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In-Process Error Compensation for Tooth Form Grinding Works (2nd Report, Robust Error Estimation Algorithm against the Measuring Error and Experimental Result of the In-Process Grinding Error Compensation)

机译:齿形磨削工作中的过程中误差补偿(第二份报告,针对过程中磨削误差补偿的测量误差和实验结果的鲁棒误差估计算法)

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摘要

Robust error compensation algorithm for tooth form grinding works of an involute spur gear is proposed. The proposed algorithm is insensitive for the measuring error of the tooth form profile data. Relationship between indirect measuring quantity; the grinding error and direct measuring quantity; the tooth profile data are expressed by an implicit function. Error propagation analysis for the implicit model is derived using implicit derivative of the model function. Error ellipsoid of the indirect measuring quantity which express the projection of the error hyper sphere of the direct measuring quantity is defined. By taking the structural restrictions of the grinding error model into the least square calculation of the error estimation, the primary axis length of the error ellipsoid became smaller, which means the algorithm became more insensitive for the measuring error. Proposed algorithm was implemented on a in-process measuring system with personal computer. Accurate grinding error compensation was confirmed by experimental results.
机译:提出了一种渐开线正齿轮齿形磨削的鲁棒误差补偿算法。所提出的算法对齿形轮廓数据的测量误差不敏感。间接计量之间的关系;磨削误差和直接测量量;牙齿轮廓数据由隐式函数表示。使用模型函数的隐式导数,可以导出隐式模型的错误传播分析。定义了间接测量量的误差椭球,它表示直接测量量的误差超球面的投影。通过将磨削误差模型的结构限制纳入误差估计的最小二乘计算中,误差椭球的主轴长度变得更小,这意味着该算法对测量误差变得更加不敏感。所提出的算法是在具有个人计算机的过程中测量系统上实现的。实验结果证实了精确的磨削误差补偿。

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