摘要
建立惯性往复振动机械的力学模型和动力学方程,采用频率响应法求动力学方程的稳态解;通过激振频率和系统质量的波动对振动体振幅的影响分析,以及频率比与隔振系数和偏重参数的关系分析,提出该类振动机械合理的下限频率比;同时考虑到弹性支承在系统重力作用下的静变形应大于振动体的最大振幅,从而给出支承刚度和偏重参数设计的理论依据和方法,并通过算例进一步阐述设计方法的应用.
A mechanical model and a dynamic equation of the inertial reciprocating machines were built.The steady-state solution of the equation was obtained by frequency response approach.Reasonable lowest frequency ratio of this machine was brought forward by analyzing change of vibration body amplitude due to fluctuation of exciting frequency and mass of system,as well as relationship between vibration isolation coefficient and frequency ratio,and the influence of frequency ratio to eccentric rotor parameters.At the same time,considers that static deformation of the elastic supporting due to gravitation of system must be bigger than the most amplitude of the vibration body,so gives theoretical foundation and method for the design of supporting stiffness and eccentric rotor parameters,and this method is further explained with an example.
出处
《河南工业大学学报（自然科学版）》
CAS
北大核心
2008年第1期91-94,共4页
Journal of Henan University of Technology：Natural Science Edition
关键词
惯性往复振动
频率响应
频率比
支承刚度
偏重
inertial reciprocating
frequency response
frequency ratio
supporting stiffness
eccentric weight
