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Multibody dynamic analysis of a gear transmission system in electric vehicle using hybrid user-defined elements

机译:使用混合用户定义元素的电动汽车齿轮传动系统多体动力学分析

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摘要

Considering flexibility of the support shafts as well as bearing supports, the effect of meshing impact force and meshing stiffness on the dynamic behavior of a gear transmission system in electric vehicle is investigated in this paper using the proposed hybrid user-defined element method. First, a structured grid generation method is introduced to establish accurate mesh models of the pinion and gear teeth. Second, coupling the tooth mesh models and the flexible shafts as well as bearings, two finite element models are, respectively, constructed for the two helical gear pairs of the electric vehicle reduction unit to calculate the meshing impact force. Next, the basic mechanism of meshing impact is explained in detail according to the finite element results, and the impact force is determined as one of the main internal excitations substituted into the dynamic model established by the hybrid user-defined element method. Under 50N m input torque and 12,010r/min rotational speed of the input shaft, the simulation results by the hybrid user-defined element method indicate that the example system reaches a steady state and the vibrations primarily occur at the meshing frequencies. With an increment of 600r/min of the input rotational speed, it is also concluded from the results that (1) the calculated impact force approximately presents linear growth with the increase of the input shaft rotational speed and (2) the root mean square values of the vibration acceleration generally grow with the increase of the speed.
机译:考虑到支撑轴和轴承支架的柔韧性,本文使用提出的混合用户定义元素方法,研究了啮合冲击力和啮合刚度对电动汽车齿轮传动系统动态性能的影响。首先,引入结构化网格生成方法以建立小齿轮和齿轮齿的精确网格模型。其次,结合齿啮合模型和挠性轴以及轴承,分别为电动汽车减速装置的两个斜齿轮对构造两个有限元模型,以计算啮合冲击力。接下来,根据有限元结果详细说明了啮合冲击的基本机理,并将冲击力确定为由混合用户定义元素方法建立的动态模型中替代的主要内部激励之一。在输入扭矩为50N m和输入轴转速为12010r / min的情况下,混合用户定义元素方法的仿真结果表明示例系统达到稳态,并且振动主要发生在啮合频率上。随着输入转速的增加600r / min,从结果还可以得出结论:(1)计算出的冲击力随输入轴转速的增加近似呈现线性增长,并且(2)均方根值振动加速度的增加通常随着速度的增加而增加。

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