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COMPUTERIZED DESIGN OF CYCLOIDAL GEAR DRIVE WITH IMPROVED GEAR TOOTH MODIFICATION

机译:具有改进的齿轮齿改性的循环齿轮驱动器的计算机化设计

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Precision cycloidal gearings are widely used in almost any industry applications such as industry robots and machine tools. To get a smooth transmission and eliminate backlash, some correct tooth form modifications are necessary. The conventional cycloidal tooth form is generated by a circular shaped grinding wheel and the tooth form modifications are (1) equidistant modification in which we use a little bigger circular arc than the diameter of the engaged pin; (2) rotate angle modification and (3) center distance modification. In a real gear drive, these three kinds of modification may use for a single cycloidal gear. However, such modifications are hard to control to get a smooth operation and assure stable contact pattern. This paper presents a new cycloidal gearing tooth form in which we use an elliptic grinding wheel to generate the cycloidal wheel. An analytical and computer-aided analysis and synthesis of cycloidal drive is put forward. The kinematics relationship is analytically defined, and subsequently analyzed in detail via a computer-aided procedure and FEA program. The results show a promising new gear tooth form may be used for quality production with high precision.
机译:精密摆线齿轮仪广泛用于工业机器人和机床等任何行业应用中。为了实现平稳的传输和消除间隙,需要一些正确的齿形修改。传统的摆线齿形是由圆形的砂轮产生的,齿形修饰是(1)等距改性,其中我们使用比啮合销的直径更大的圆弧; (2)旋转角度修改和(3)中心距离改性。在真正的齿轮驱动器中,这三种改性可以用于单个摆线齿轮。然而,这种修改很难控制,以获得平滑的操作并确保稳定的接触图案。本文呈现了一种新的摆线齿轮齿形,其中我们使用椭圆磨轮产生摆线轮。提出了一种分析和计算机辅助分析和合成摆线驱动器。通过计算机辅助程序和FEA程序详细分析了运动学关系。结果表明,有希望的新齿轮齿形可用于高精度的质量生产。

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