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半挂汽车列车横向稳定性的最优控制 被引量:2

The Optimal Control of Tractor-semitrailer Steering Stability
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摘要 设计了半挂汽车列车直接横摆力矩的最优控制器,并对其有效性进行了验证。引入Gim轮胎模型建立了半挂汽车列车的非线性动力学模型,以牵引车质心侧偏角、横摆角速度,半挂车横摆角速度及牵引车与半挂车的中心线夹角为控制变量,提出了半挂汽车列车直接横摆力矩的最优控制方案,基于模型追踪控制技术推导了直接横摆力矩的最优控制器。借助Matlab/Simulink,以建立的非线性动力学模型为平台,对该控制器的有效性进行了验证。仿真结果表明:高速大转向时,装备直接横摆力矩最优控制器的半挂汽车列车能有效追踪理想模型,保证了半挂汽车列车的稳定性,使驾驶员能够对车辆进行正常地操纵。 The optimal controller of direct yaw-moment control of tractor-semitrailer was designed, and its effective- ness was verified. The Gim tire model was adopted to set up the nonlinear dynamic model of tractor-semitrailer. Choosing slip angle of tractor, yaw velocity of tractor and semitrailer, and angle of central line of tractor and semi- trailer as control variables, the optimal control scheme was proposed. An optimal controller of direct yaw-moment control for the tractor-semitrailer stability was developed based on model tracing control technique. Based on the es- tablished nonlinear dynamics model, simulation in Matlab/Simulink software environment is described. The simula- tion consults suggest that for tractor-semitrailer with optimal controller of DYC, the handling and stability perform- ance on big slip angle can be improved, which makes the driver drive the vehicle normally.
出处 《机械科学与技术》 CSCD 北大核心 2012年第10期1694-1697,共4页 Mechanical Science and Technology for Aerospace Engineering
基金 教育部科学技术研究重点课题项目(209004) 天津市高等学校科技发展基金计划项目(20110405)资助
关键词 直接横摆力矩 操纵稳定性 最优控制 Gim轮胎模型 direct yaw-moment control handling stability optimal control gim tire model
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共引文献25

同被引文献11

  • 1ELHEMLY M A E, FAYED M A G. Simulation of Tractor Semitrailer Manoeuvre at High Speed Using MATLAB/Sim- ulink[ J]. International Journal of Heavy Vehicle Systems, 2011,18(40) :341 -358.
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  • 5ELHEMLY M A E, FAYED M A G. Simulation of tractor semi- trailer manoeuvre at high speed using Matlab/Simulink [J]. International Journal of Heavy Vehicle Systems, 2011, 18 (40) : 341-358.
  • 6NAGAI M, HIRANO M, YAMANAKA S. Integrated control of active rear wheel steering and direct yaw moment control[ J ]. Vehicle System Dynamics, 1997, 27( 5/6 ):357-370.
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