高级检索

    潘斌, 翁涛, 杨家鹏, 安琦. 汽车发动机皮带系统臂式张紧轮力学性能研究[J]. 华东理工大学学报(自然科学版), 2020, 46(2): 277-283. DOI: 10.14135/j.cnki.1006-3080.20190114006
    引用本文: 潘斌, 翁涛, 杨家鹏, 安琦. 汽车发动机皮带系统臂式张紧轮力学性能研究[J]. 华东理工大学学报(自然科学版), 2020, 46(2): 277-283. DOI: 10.14135/j.cnki.1006-3080.20190114006
    PAN Bin, WENG Tao, YANG Jiapeng, AN Qi. Mechanical Properties of Arm Tensioner in Automobile Engine Belt System[J]. Journal of East China University of Science and Technology, 2020, 46(2): 277-283. DOI: 10.14135/j.cnki.1006-3080.20190114006
    Citation: PAN Bin, WENG Tao, YANG Jiapeng, AN Qi. Mechanical Properties of Arm Tensioner in Automobile Engine Belt System[J]. Journal of East China University of Science and Technology, 2020, 46(2): 277-283. DOI: 10.14135/j.cnki.1006-3080.20190114006

    汽车发动机皮带系统臂式张紧轮力学性能研究

    Mechanical Properties of Arm Tensioner in Automobile Engine Belt System

    • 摘要: 以汽车发动机皮带张紧轮为研究对象,对张紧轮在工作过程中产生的振动进行力学建模,建立了张紧轮机构的动态力矩平衡方程和动态能量平衡方程,并对模型中每一个力矩和做功建立了计算模型,构建了对模型进行数值计算的方法。结合一个具体的算例深入研究了张紧轮有关参数对其力学性能的影响,得到相关影响规律曲线。研究结果表明:在其他参数不变的情况下,随着弹簧刚度G2的增大,张紧轮的摆动角度θ变小;阻尼机构的摩擦因数增大,将导致张紧轮振动幅度变小;张紧轮皮带拉力的波动范围增大,张紧轮的振动范围也将变大;随着旋转臂臂长L的增大,张紧轮的振幅将会增大。

       

      Abstract: The automobile engine tensioner is an important component of the automobile engine belt system, which generates vibration during the working process. It is a difficult task to quantitatively calculate the mechanical properties of the tensioner. In this paper, the tensioner in the automobile engine belt system is selected as the research object, and the mechanical model is established for the vibration generated by the tensioner during the working process. The dynamic moment balance equation and dynamic energy balance equation of the mechanism are established as well. The calculation model is established with the work of each torque, and the method of numerical calculation of this model is also established. Combined with a specific example, the influences of the relevant parameters on the mechanical properties of the tensioner are studied, giving rise to the influence curves. The swing angle θ of the tensioner becomes smaller with the increase of the spring stiffness G2 when other parameters unchanged. The increase of the friction coefficient of the damping structure will make the vibration amplitude of the tensioner be smaller. With the fluctuation range of the tension increasing, the vibration range of the tensioner becomes larger. As the length L of the rotating arm increases, the amplitude of the tensioner will increase.

       

    /

    返回文章
    返回