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Measuring Geometrical Parameters of Non-standard Involute Spur Gears for Humanoid Massage Robot with Reverse Solution

机译:测量具有反向溶液的人形按摩机器人的非标准渐开线齿轮的几何参数

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In order to improve the transmission precision of non-standard involute gear for humanoid massage robot, a reverse solution based on mixed iterative algorithm was proposed to measure non-standard parameters of involute gear. Firstly, using the mixed iterative equation constructed by the involute equation and Aitken accelerating convergence algorithm, the base circle radius is solved. Secondly, the reference circle radius and pressure angle of reference circle are computed using the iterative equation of the pressure angle on base circle. Finally, the module of gear is solved according to the relationship between module of gear and reference circle radius. Experimental results show that the error of reversing the base circle radius is 0.0019mm with the proposed algorithm and the reverse accuracy is improved by 1μm compared with Newton iterative algorithm. When the gear parameters are non-standard, the pressure angle reversing error of the reference circle and reference circle radius error are 0.0005 degree and 0.0015mm respectively using the proposed algorithm and the pressure angle reversing angle and reverse accuracy is improved by 1 degree and 2mm respectively compared with the parametric test algorithm. Therefore the proposed algorithm could achieve the precise reverse solution to non-standard parameters of involute gear.
机译:为了提高人形按摩机器人的非标准渐开线齿轮的传输精度,提出了一种基于混合迭代算法的反向解决方案,以测量渐开线齿轮的非标准参数。首先,使用由渐开线方程和Aitken加速收敛算法构造的混合迭代方程,解决了基圆半径。其次,使用基圆上的压力角的迭代方程来计算参考圆圆的参考圆半径和压力角。最后,根据齿轮和参考圆半径模块之间的关系来解决齿轮模块。实验结果表明,与牛顿迭代算法相比,逆转基圆半径的误差为0.0019mm,提高了1μm的校正精度。当齿轮参数是非标准的时,参考圆和参考圆半径误差的压力角逆转误差分别为0.0005度,分别使用所提出的算法和0.0015mm,压力角度反转角度和反向精度得到1度和2mm分别与参数测试算法进行比较。因此,所提出的算法可以实现与渐开线齿轮的非标准参数的精确反向解决方案。

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