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Optimized Polynomial Functions for Inducing Variation to Machine Tool Settings in Manufacturing Hypoid Gears

机译:优化多项式函数,用于在制造支柱齿轮中诱导机床设置的变化

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In this study, polynomial functions of orders up to five are applied to induce variations in the cradle radial setting and the velocity ratio in the kinematic scheme of the machine tool for the generation of the pinion tooth surfaces. The results are reduced transmission error amplitudes of the hypoid gear pair. Two individual cases are investigated. In the first case the coefficients of the polynomial functions are kept constant throughout the entire generation process of pinion tooth surfaces while the second case considered different coefficients for the generation of the pinion tooth surfaces on the two sides of the initial contact point. The results presented indicate that the variation of the velocity ratio in the kinematic scheme of the hypoid generator induced by a fifth-order polynomial function resulted in a 62% reduction of the maximum transmission error of the gear pair. It was also shown that the adverse influence of misalignments inherent in the hypoid gear pairs and the transmitted torque value on transmission errors can be reduced considerably by the optimal variation in machine tool settings.
机译:在该研究中,最多五个订单的多项式函数被应用于诱导摇篮径向设置的变化和机床运动方案中的速度比,以产生小齿轮齿表面。结果是透射误差幅度的透射误差幅度。调查了两个单独的案件。在第一种情况下,多项式函数的系数在小齿轮齿表面的整个生成过程中保持恒定,而第二种情况被认为是在初始接触点的两侧产生小齿轮齿表面的不同系数。提出的结果表明,由第五级多项式函数引起的双旋转发生器的运动方案中的速度比的变化导致齿轮对的最大传输误差减小62%。还表明,通过机床设置的最佳变化,可以显着地降低支路齿轮对固有的未对准和传输扭矩值的不利影响。

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