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The second fundamental law of gearing and contact stress calculation of high order contact gearing

机译:齿轮第二基本定律和高阶接触齿轮的接触应力计算

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摘要

After an extensive research on the fundamental theory, the theoretical basis for the Logix gearing will be presented in this paper. This includes the theory for gear meshing with high degree of contact. In comparison to previous studies, the theory of this paper is more restricted going beyond third order parameters into the fourth order, the teeth profile had one order of contact higher than that of the Logix gearing. So that further improved the contact strength of tooth profile. A large category of gearings with high order of contact was presented, while the Logix gear is only one of them, or the special example in realization of my theory. In the Logix gearing, the zigzag curvature center curve of media rack does not always lay about the pitch line and does not extend along the pitch line continuously and steadily. It goes forward and returns. So that, in terms of properties of the transverse engagement, the Logix gearing has not much improvement over the traditional Novikov gearing (in which the transverse engagement is temporally). In my gearing the curvature center of basic rack extend along the pitch line continuously and steadily. The transverse engagement factor is larger than that of Logix gearing.
机译:在对基础理论进行广泛研究之后,本文将介绍Logix齿轮传动的理论基础。这包括具有高接触度的齿轮啮合理论。与以前的研究相比,本文的理论受到更大的限制,从三阶参数扩展到四阶,齿廓的接触度比Logix齿轮高一阶。从而进一步提高了齿廓的接触强度。提出了一大类具有高接触度的齿轮,而Logix齿轮只是其中之一,或者是实现我的理论的特殊示例。在Logix齿轮传动中,介质架的曲折曲率中心曲线并不总是围绕节距线放置,也不是沿着节距线连续而稳定地延伸。它前进并返回。因此,就横向啮合的特性而言,Logix齿轮与传统的Novikov齿轮(横向啮合是暂时的)相比没有太大的改进。在我的齿轮传动中,基本齿条的曲率中心沿着节距线连续而稳定地延伸。横向啮合系数大于Logix齿轮传动系数。

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