位移相关减振器动力学建模及对车辆性能影响的研究

被引:0
作者
孙胜利
机构
[1] 吉林大学
关键词
位移相关减振器; 车辆性能; 液压传动系统; 动力学模型; 衬套; ADAMS;
D O I
暂无
年度学位
2008
学位类型
博士
导师
摘要
位移相关减振器是在传统被动式减振器的基础上改进而来的,其阻尼力主要与速度和位移有关。根据结构和工作原理,将旁通槽式与液压限位式位移相关减振器抽象为等效的液压传动系统,应用ADAMS/Hydraulics建立其动力学模型。对位移相关减振器进行试验研究,模型仿真结果与试验数据基本吻合。分析减振器的动力学性能及设计参数对其影响。依据典型工况下样车原装减振器的工作状态,将旁通槽作用长度确定为12mm。利用GSE Damper将位移相关减振器的外特性集成到ADAMS/Car车辆模型中,典型工况仿真表明旁通槽式位移相关减振器以及液压限位式位移相关减振器能够改善车辆乘坐舒适型和安全性。从频域和时域两个方面分析了减振器端部衬套对车辆性能的影响,减振器端部衬套对小幅、高频激励下的车轮传递率有显著的控制作用。
引用
收藏
页数:116
共 35 条
[1]
基于ADAMS/Car的某轿车平顺性仿真分析与改进 [D]. 
李莉 .
吉林大学,
2007
[2]
Aspects on damper-attachment compliance.[J].Peter Holen; Mathias Zellinger.Int. J. of Vehicle Design.2006, 1/2/3
[3]
A new shock absorber model for use in vehicle dynamics studies [J].
van Kasteel, R ;
Wang, CG ;
Qian, LX ;
Liu, JZ ;
Ye, GH .
VEHICLE SYSTEM DYNAMICS, 2005, 43 (09) :613-631
[4]
Nonparametric shock absorber modelling based on standard test data [J].
Weigel, M ;
Mack, W ;
Riepl, A .
VEHICLE SYSTEM DYNAMICS, 2002, 38 (06) :415-432
[5]
Design of a stroke dependent damper for the front axle suspension of a truck using multibody system dynamics and numerical optimization [J].
Etman, LFP ;
Vermeulen, RCN ;
Van Heck, JGAM ;
Schoofs, AJG ;
Van Campen, DH .
VEHICLE SYSTEM DYNAMICS, 2002, 38 (02) :85-101
[6]
Fluid structure interaction with large structural displacements.[J].P. Le Tallec;J. Mouro.Computer Methods in Applied Mechanics and Engineering.2001, 24
[7]
Simulation tools, modelling and identification, for an automotive shock absorber in the context of vehicle dynamics [J].
Duym, SWR .
VEHICLE SYSTEM DYNAMICS, 2000, 33 (04) :261-285
[8]
Analytical and computational approaches for some fluid–structure interaction analyses.[J].Xiaodong Wang.Computers and Structures.1999, 1
[9]
Finite element analysis of fluid flows fully coupled with structural interactions.[J].Klaus-Jürgen Bathe;Hou Zhang;Shanhong Ji.Computers and Structures.1999, 1
[10]
Pragmatic tyre model for short wavelength side slip variations [J].
Maurice, JP ;
Berzeri, M ;
Pacejka, HB .
VEHICLE SYSTEM DYNAMICS, 1999, 31 (02) :65-94