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Analysis of Tooth Profile Modification and Meshing Characteristics of Double Arc Harmonic Drive

机译:双弧谐波驱动齿形改性及啮合特性分析

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Aiming at investigating the problem that the main section of the harmonic gear transmission tooth profile is completely meshed while others have interference, the improved kinematics method is adopted to design the non-common tangent double-arc tooth profile. Under the premise that the tooth profile meshing characteristics remain unchanged, a method of simultaneous modification of the circular spline and flexspline tooth profile is proposed by using MATLAB simulation and finite element analysis. ABAQUS is used to prove the validity of simultaneous modification of circular spline and flexspline tooth profiles. The results show that the amount of tooth profile modification obtained by the theoretical method is greater than the actual. Under the condition that the main section of the circular spline and flexspline tooth profile is fully meshed, the amount of the modification of the rear-end section of the flexspline is less while the that of the front-end section of the circular spline is greater as the result of the main section closing to the end of the ring gear. In addition, the sensitivity of the end section modification amount is less than that of the front end and the sensitivity of the increase of the stress in the bottom of the cup is greater than the end of the ring gear.
机译:旨在调查谐波齿轮透射齿轮廓的主要部分完全啮合的问题,而其他在其他具有干扰的情况下,采用改进的运动学方法来设计非公共切线双电弧齿轮廓。在牙齿型材啮合特性保持不变的前提下,通过使用MATLAB模拟和有限元分析来提出一种同时修改圆形花键和柔韧毛细血管曲线的方法。 ABAQUS用于证明圆形样条和柔性瓣齿谱的同时修改的有效性。结果表明,通过理论方法获得的牙齿轮廓改性的量大于实际。在圆形花键和柔韧翅片齿曲线的主要部分完全啮合的条件下,柔性平面的后端部分的变形例的量较少,而圆形花键的前端部分的变化量更大由于主截面闭合到齿轮齿轮末端的结果。另外,端部修改量的灵敏度小于前端的灵敏度,并且杯子底部的应力的增加的灵敏度大于环形齿轮的端部。

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