外变形波发生器应变波齿轮的运动学研究

Q3 Mathematics
G. Timofeev, N.A. Yaminskiy, D. Samoilov
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引用次数: 0

摘要

自动控制系统、跟踪系统和工业机器人的发展要求创造新一代的驱动系统,具有高效率、运动精度、可靠性、耐用性和小的轴向和径向尺寸和重量。为了实现具有功率差的跟踪系统,需要具有两个自由度的传动机构将驱动电机的两个运动转换和求和为驱动输出轴所需的运动。在单通道跟踪系统中,应变波齿轮(SWG)具有低惯性盘波和环波发生器,可以很好地满足这些要求。它们允许广泛的布局可能性,能够将电缆穿过驱动器的空心中心轴,高扭转刚度和低惯性矩,其范围比凸轮波发生器小250到400倍,从而确保高驱动速度。除了国内的论文外,几乎没有关于环形波发生器SWG的研究。这个科学方向的研究是在鲍曼莫斯科国立技术大学进行的。考虑了带外变形波环形发生器的SWG结构方案,研究了该类齿轮的运动学特点,并提出了提高其质量指标的建议
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Kinematics of Strain Wave Gears with an External Deformation Wave Generator
The development of automatic control systems, tracking systems and industrial robotics requires the creation of new generation drive systems with high efficiency, kinematic accuracy, reliability, durability with small axial and radial dimensions and weight. To implement tracking systems with power differentials, transmission mechanisms with two degrees of freedom are required to provide the transformation and summation of two movements of drive motors into the required movement of the drive output shaft. These requirements in single-channel tracking systems are well met by strain wave gears (SWG) with low-inertia disk and ring wave generators. They allow for wide layout possibilities, the ability to route cables through the hollow central shaft of the drive, high torsional rigidity and low moments of inertia, which are in the range of 250 to 400 times less than those of cam wave generators, thus ensuring high drive speed. There are practically no publications, except domestic ones, devoted to the study of SWG with ring wave generators. This scientific direction of research is carried out at the Bauman Moscow State Technical University. Structural schemes of SWG with ring generators of external deformation waves are considered, the features of the kinematics of these gears are studied, and recommendations for improving their quality indicatorsare proposed
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来源期刊
CiteScore
1.10
自引率
0.00%
发文量
40
期刊介绍: The journal is aimed at publishing most significant results of fundamental and applied studies and developments performed at research and industrial institutions in the following trends (ASJC code): 2600 Mathematics 2200 Engineering 3100 Physics and Astronomy 1600 Chemistry 1700 Computer Science.
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