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An identification method for crucial geometric errors of gear form grinding machine tools based on tooth surface posture error model

机译:基于齿面姿势误差模型的齿轮磨床工具关键几何误差的识别方法

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摘要

The identification for crucial geometric errors of gear form grinding machine tools is essential for the later error accurate compensation, but complicated and difficult. To reveal the mapping rules between geometric errors and machining errors, the tool posture error model (TPEM) was first constructed but it failed to consider the effects of grinding process. Hence, the tooth surface posture error model (TSPEM) was established based on the discretization of the grinding trajectory and the calculation of the grinding contact lines. Then the improved Sobol method was performed to analyze the error sensitivity and identify the crucial errors and sensitive components by considering the stochastic and inter-coupling characteristics of geometric errors. To validate the effectiveness of the proposed method, the identified results were compared with that of the Morris method and the modification experiment of crucial errors was conducted. It shows that the tooth surface errors in the delta(y)-direction are reduced by 68.75% for the TSPEM and 43.36% for the TPEM and that the TSPEM is more effective for the identification of crucial geometric errors. (C) 2019 Published by Elsevier Ltd.
机译:齿轮磨床磨削机工具的关键几何误差的识别对于后来的误差准确补偿是必不可少的,但复杂且困难。为了揭示几何误差和加工错误之间的映射规则,首先构造工具姿势误差模型(TPEM),但无法考虑研磨过程的影响。因此,基于研磨轨迹的离散化和研磨接触线的计算来建立齿面姿势误差模型(TSPEM)。然后,进行改进的Sobol方法以通过考虑几何误差的随机和耦合特性来分析误差灵敏度并识别关键误差和敏感分量。为了验证所提出的方法的有效性,将所鉴定的结果与Morris方法的结果进行比较,并进行了关键误差的修改实验。它表明,TSPEM的牙齿表面误差减少了68.75%,TSPEM的43.36%,并且TSPEM更有效地识别关键的几何误差。 (c)2019年由elestvier有限公司出版

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