期刊文献+

分数阶PID扭矩控制在边驱耦合轻轨车辆的应用研究 被引量:7

Study for the Application of Fractional Order PID Torque Control in Side-drive Coupled Tram
下载PDF
导出
摘要 边驱耦合独立轮对(Independently rotating wheelset,IRW)技术是100%低地板轻轨车(Low floor tram,LFT)的关键技术之一,边驱电机的扭矩控制策略直接影响轻轨车的动力学性能.本文基于5自由度独立轮对的轨行机理,搭建了考虑边驱传动系统的单节轻轨车动力学模型.应用了一种分数阶PID(Fractional order PID,FOPID)扭矩控制策略,优化了车辆的曲线通过性能.采用Riemann-Liouville(RL)分数阶微积分理论及Oustaloup滤波器数值逼近法构成FOPID控制器,通过寻优运算对FOPID参数进行整定,在Simulink平台下建立了整车的集成控制系统.通过扭矩控制器与整车动力学模型s函数联合仿真的方式,开展了100%低地板轻轨车辆的直线与曲线运行特性研究,并将计算结果与无控制的独立轮对模型、传统轮对模型进行了对比分析.研究结果表明,在直线运行下,FOPID控制下的轻轨车能够提高车辆的稳定性,受控轮对的抗轨道不平顺激扰能力较强.在大半径曲线下,无控制的独立轮对曲线通过性较差,而受分数阶PID控制的独立轮对能够表现出与传统轮对一样优异的曲线通过性能;在小半径曲线下,分数阶PID扭矩控制策略能够使轻轨车获得足够的导向力,曲线通过性能明显优于其他模型. Side-drive coupled independently rotating wheelset(IRW)is one of the key technologies for the 100%low floor tram(LFT).The torque control strategy of side-drive electrical motor directly affects the dynamics behaviors of the LFT.Based on the track running mechanism of the IRW with 5 degrees of freedom,the dynamics model of a single LFT was constructed taking the side-drive transmission system into consideration.A fractional order PID(FOPID)torque control strategy was applied to optimize the vehicle′s curve negotiation performance.The FOPID controller,which was achieved by Riemann-Liouville(RL)fractional integration and the Oustaloup filter approximation and whose parameters were set by the evolutionary operation,was built in the Simulink platform.The 100%LFT′s dynamics performance on tangent track and curve was studied by the co-simulation method between the torque controller and the s-function.The results were compared with the IRW model without controller and the traditional wheelset.The research indicates that,in the tangent track case,FOPID controller can improve the vehicle′s stability and the controlled wheelset′s robustness to track irregularity is stronger;in the large radius curve case,the curve negotiation performance of the IRW without controller is poor,while the IRW with FOPID controller can perform well like the traditional wheelset;in the small radius curve case,FOPID torque control strategy can provide enough leading force for the LFT on the small radius curve,which makes the curve negotiation performance of IRW with FOPID controller better than the other 2 models.
作者 戚壮 张文莲 王美琪 刘鹏飞 刘永强 QI Zhuang;ZHANG Wen-Lian;WANG Mei-Qi;LIU Peng-Fei;LIU Yong-Qiang(School of Mechanical Engineering,Shijiazhuang Tiedao University,Shijiazhuang 050043)
出处 《自动化学报》 EI CSCD 北大核心 2020年第3期482-494,共13页 Acta Automatica Sinica
基金 国家自然科学基金(11790282,11702179) 河北省自然科学基金(A2018210064) 河北省高等学校青年拔尖人才计划项目(BJ2017001)资助。
关键词 独立轮对 分数阶PID控制器 低地板轻轨车 车辆动力学 Independently rotating wheelset(IRW) fractional order PID(FOPID) low floor tram(LFT) vehicle dynamics
  • 相关文献

参考文献8

二级参考文献28

  • 1周贤全.独立轮转向架的动力学[J].国外铁道车辆,1995,32(1):39-43. 被引量:3
  • 2RICBARD L. Magin. Fractional calculus in bioengineering[J]. Critical Reviews in Biomedical Engineering, 2004, 32(1): 1 - 193.
  • 3PODLUBNY I. Fractional-order systems and PI^λD^μ-controllers[J]. IEEE Trans on Automatic Control, 1999, 44(1): 208 -214.
  • 4LV Z F. Time-domain simulation and design of siso feedback control systems[D]. Taiwan: National Cheng kung University, 2004.
  • 5CAPONTTO R, FORTUNA L, PORTO D. A new tuning strategy for a non integer order pid controller[C]//IFAC2004, Bordeaux, France: [s.n.], 2004.
  • 6MONJE C A, VINAGRE B M, CHEN Y Q, et al. Proposals for fractional PI^λD^μ tuning[C]//The First IFAC Symposium on Fractional. Bordeaux, France: [s.n], 2004.
  • 7MAC B, HORI Y. Design of fractional order pid controller for robust two-inertia speed control to torque saturation and load inertia variation[C]//IPEMC. Xi'an, China: [s.n.], 2003.
  • 8XUE D Y, CHEN Y Q. A comparative introduction of four fractional order controllers[C]//Proc of the 4th World Congress on Intelligent Control and Automation. Piscataway, NJ, USA: IEEE Press, 2002: 3228 - 3235.
  • 9PODLUBNY I. The Laplace transform method for linear differential equations of the fractional order[J]. Fractional calculus Applied Analysis, 1997: 365- 386.
  • 10PODLUBNY I, DORCAK L, KOSTIAL I. On fractional derivatives, fractional-order dynamic system and PI^λD^μ-controllers[C]//Proc of the 36th IEEE CDC. San Diego: Is.n.J. 1999.

共引文献224

同被引文献58

引证文献7

二级引证文献19

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部