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Evaluation of optimum profile modification curves of profile shifted spur gears based on vibration responses

机译:基于振动响应的异形正齿轮最佳轮廓修正曲线评估

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In this paper, a mesh stiffness model is developed for profile shifted gears with addendum modifications and tooth profile modifications (TPMs). The time-varying mesh stiffness (TVMS), load sharing factor (LSF), loaded static transmission error (LSTE) and non-loaded static transmission error (NLSTE) of a profile shifted spur gear pair with TPMs are obtained by the analytical model. The optimum profile modification curve under different amounts of TPM is determined by analyzing the LSTE first. Then, considering the effect of NLSTE, finite element (FE) model of a geared rotor system is established. The system vibration responses under different TPM curves are analyzed and the optimum modification curve is further evaluated by amplitude frequency responses. The results show that the optimum modification curve is related to the amount of TPM and modification coefficients. The comparison of the optimum profile modification curves is evaluated by LSTE and vibration responses, which shows that the optimum modification curve should be determined by evaluating the vibration response of the geared rotor system in the low mesh frequency range.
机译:在本文中,开发了一种齿廓刚度模型,用于具有齿顶修正和齿形修正(TPM)的异形变速齿轮。通过解析模型获得了带有TPM的异形正齿轮副的时变啮合刚度(TVMS),负荷分担系数(LSF),负荷静态传递误差(LSTE)和非负荷静态传递误差(NLSTE)。首先通过分析LSTE来确定不同TPM量下的最佳轮廓修正曲线。然后,考虑NLSTE的影响,建立了齿轮转子系统的有限元(FE)模型。分析了不同TPM曲线下的系统振动响应,并通过幅度频率响应进一步评估了最佳修正曲线。结果表明,最佳修饰曲线与TPM量和修饰系数有关。通过LSTE和振动响应来评估最佳轮廓修改曲线的比较,这表明应该通过评估低啮合频率范围内的齿轮转子系统的振动响应来确定最佳修改曲线。

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