首页> 外文期刊>Iranian Journal of Science and Technology, Transactions of Mechanical Engineering >Design, Modeling and Experiment of a Novel Synchronous Belt Drive with Noncircular Pulleys
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Design, Modeling and Experiment of a Novel Synchronous Belt Drive with Noncircular Pulleys

机译:新型同步带驱动与非脆性滑轮的设计,建模与实验

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The synchronous belt drive with noncircular pulleys can be used to obtain accurate transmission with a specific motion law, but the shortage of big belt slack caused by noncircular pulleys limits its application. In order to reduce the belt slack, a novel synchronous belt drive with noncircular pulleys, which is formed by a driving circular pulley, a driven eccentric pulley and a noncircular tension pulley, was presented in this paper. During the transmission from the driving circular pulley to the driven eccentric pulley, the belt slack is compensated by the noncircular tension pulley. The calculation models for this novel synchronous belt drive were built based on tangent equations of the noncircular pulleys. The pitch curve of the noncircular tension pulley and the length of the synchronous belt were deduced by iterative algorithm. Subsequently, an auxiliary application program for the numerical calculation of these models, using MATLAB, was developed. The calculation examples by using this program prove that the proposed noncircular synchronous belt drive has far less belt slack than the traditional noncircular synchronous belt drive without tension pulley. At last, the results of the mathematical calculation were compared with the experimental data and good agreement has been reached.
机译:具有非圆形滑轮的同步带驱动器可用于获得具有特定运动法的准确传输,但由于非晕滑轮引起的大皮带松弛的短缺限制了其应用。为了减少皮带松弛,本文提出了一种具有非晕滑轮的新型同步带驱动器,其由驱动圆形滑轮,驱动的偏心滑轮和非圆形张力滑轮形成。在从驱动圆形滑轮到驱动的偏心滑轮的变速器期间,带松弛由非圆形张力滑轮补偿。基于非脆性滑轮的切线方程构建了这种新型同步带驱动器的计算模型。通过迭代算法推导出非圆形张力皮带轮的俯仰曲线和同步带的长度。随后,开发了使用MATLAB的这些模型的数值计算的辅助应用程序。通过使用该程序的计算实施例证明,所提出的非奇形同步皮带驱动器远低于传统的非圆形同步带驱动器而没有拉紧皮带轮。最后,将数学计算结果与实验数据进行比较,并达成了良好的一致性。

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