单轴式独立轮对转向架的高速车辆导向控制研究

Guidance Control for High-speed Vehicle with Single-axle Independent Wheelset Bogies

  • 摘要:
    目的 高速车辆采用轻量化设计,其单轴式独立轮对转向架具有车轴短、簧下质量低、轮轨冲击低的特点,而且独立轮对车辆不具备自主导向性能,会影响车辆的稳定性和曲线通过能力。为进一步优化车辆的性能,有必要研究单轴式独立轮对转向架高速车辆的导向控制。
    方法 基于多体动力学理论,构建单轴式独立轮对转向架动力学模型及独立轮对高速车辆动力学模型,并评估车辆运行的平稳性与曲线通过性能。基于差速导向理论,采用PID(比例-积分-微分)控制策略搭建导向控制模块,研究主动导向控制下独立轮对高速车辆的直线导向性能与不同曲线通过性能。
    结果及结论 新型单轴式独立轮对转向架高速车辆的直线平稳性与曲线通过性均满足要求。在导向控制策略下:在直线工况下,车辆各轮对有良好的归中性能;在半径7000 m曲线工况下,能有效进行导向控制,磨耗指数、脱轨系数、轮重减载率均有改善;在半径300 m曲线工况下,虽然能够有效控制各轮对角速度差,但因轴距较大,曲线通过性能的优化效果较小。

     

    Abstract:
    Objective High-speed vehicles adopt lightweight design, and their single axle independent wheelset bogies feature short axles, low unsprung mass, and reduced wheel-rail impact. However, independent wheelset vehicles lack inherent self-guiding capability, which affects vehicle stability and curve-passing performance. To further optimize vehicle performance, it is necessary to conduct research on the guidance control of high-speed vehicles equipped with single-axle independent wheelset bogies.
    Method Based on multibody dynamics theory, dynamics models for the single-axle independent wheelset bogie and the high-speed vehicle using independent wheelsets are established, and the vehicle running stability and curve-passing performance are evaluated. Using differential-speed guidance theory, a PID (proportional-integral-differential) control strategy is employed to build a guidance control module, and the straight-line guiding performance and different curve-passing performance are studied for the independent wheelset high-speed vehicle under active guidance control.
    Result & Conclusion  The straight-line stability and curve-passing performance of the high-speed vehicle equipped with new single-axle independent wheelset bogie all meet the required standards. Under the guidance control strategy, each wheelset of the vehicle exhibits good centering performance in straight-line conditions; in curve conditions with a radius of 7 000 m, effective guidance control is achieved, and the wear index, derailment coefficient, and wheel-load reduction rate are all improved. In curve conditions with a radius of 300 m, although the rotational speed difference of each wheelset can be effectively controlled, the optimization effectiveness of curve-passing performance remains limited due to the relatively large axle distance.

     

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