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作 者:张瑜 侯绿原[1] 赵飞 Zhang Yu;Hou Lyuyuan;Zhao Fei(School of Mechanical Engineering,Anyang Institute of Technology,Anyang 455000,China;Anyang Key Laboratory of Advanced Aeronautical Materials and Processing Technology,Anyang Institute of Technology,Anyang 455000,China)
机构地区:[1]安阳工学院机械工程学院,河南安阳455000 [2]安阳工学院安阳市先进航空材料与加工技术重点实验室,河南安阳455000
出 处:《锻压技术》2023年第9期156-167,共12页Forging & Stamping Technology
基 金:河南省高等学校重点科研项目(22A460007);2022年河南省重点研发与推广专项(222102220020);2022安阳市科技特派员。
摘 要:为了分析液压缸非线性动力学特性对叶片辊轧机传动系统振动的影响,建立了液压缸与叶片辊轧机传动系统耦合振动模型,考虑载荷作用下齿条基体产生弹性变形,推导出上轧辊二级齿轮-齿条时变啮合刚度,采用Runge-Kutta法求得了系统动力学特性,研究了无杆腔的初始有效长度、齿轮-齿条啮合刚度等参数对辊轧机传动系统的动力学特性的影响。分析表明,无杆腔的初始有效长度的增加,使系统逐步由周期运动进入倍周期运动,最终转为混沌运动;此外,齿轮-齿条啮合刚度引起上轧辊一级齿轮以及上轧辊二级齿轮-齿条的振动位移在初始时刻产生一定的波动,而对下轧辊一级齿轮的运动状态影响较小。In order to analyze the influence of nonlinear dynamic characteristics for hydraulic cylinders on the vibration of transmission system for blade rolling mill,the coupled vibration model of hydraulic cylinder and transmission system for blade rolling mill was established.Considering the elastic deformation of rack matrix under load effect,the time-varying meshing stiffness of secondary gear-rack for upper roll was derived.The Runge-Kutta method was used to obtain the dynamic characteristics of system.The efect of parameters such as initial effective length of rodless cavity and meshing stiffness of gear-rack on the dynamic characteristics of transmission system for rolling mill were studied.The results show that the increasing of the initial effective length of rodless cavity causes the system to gradually move from periodic motion to multiplier motion,and eventually to chaotic motion.Besides,the meshing stiffness of gear-rack causes the fluctuation for vibration displacement of primary gear and secondary gear-rack of upper roll at the initial moment,and has less effect on the movement state of primary gear of lower roll.
分 类 号:TG339[金属学及工艺—金属压力加工]
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