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PLANAR TOOTH PROFILE SYNTHESIS FOR RELATIVE CURVATURE

机译:相对曲面的平面齿廓合成

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摘要

This paper is the first that uses the new conjugation curvature theory [1] to directly synthesize conjugate tooth profiles with the given relative curvature that determines the Hertzian contact stress. Conjugation curvature theory offers a systematic methodology to synthesize the relative curvature for a tooth pair. For any given relative curvature between the contact tooth profiles, a generating point can be located on an auxiliary body. Under the rolling motion among the pinion pitch, the gear pitch and the pitch on the auxiliary body, the generating point will trace fully conjugate profiles on the pinion and gear bodies with the given relative curvature at the instant of the contact. Full conjugation throughout the contact of the profiles is guaranteed with the three instant centers remaining coincident [1]. The methodology is demonstrated with a planar tooth profile synthesis with given relative curvature. One may find that the Wildhaber-Novikov tooth profile, which is known to have low relative curvature and Hertzian contact stress, and its variations become special cases under such methodology.
机译:本文是第一篇使用新的共轭曲率理论[1]直接合成具有给定相对曲率的共轭齿廓的方法,该相对曲率决定了赫兹接触应力。共轭曲率理论提供了一种系统的方法来合成一对齿的相对曲率。对于接触齿轮廓之间的任何给定的相对曲率,产生点可以位于辅助主体上。在小齿轮节距,齿轮节距和辅助本体上的节距之间的滚动运动下,生成点将在接触瞬间以给定的相对曲率跟踪小齿轮和齿轮体上的完全共轭轮廓。在三个即时中心保持一致的情况下,可以保证轮廓接触期间的完全共轭[1]。该方法通过具有给定相对曲率的平面齿廓合成得到证明。可能会发现,Wildhaber-Novikov齿形已知具有较低的相对曲率和赫兹接触应力,在这种方法下,齿形的变化成为特殊情况。

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