Study on Torsional Vibration Active Control of Hybrid Electric Vehicle Transmission System in Pure Electric Mode
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摘要: 混合动力汽车传动系统受发动机、电机、传动构件、路面激励等多源激励以及模式切换时产生很大的动载荷,从而诱发复杂的扭转振动问题, 直接影响传动系统的平顺性、可靠性与安全性。为了抑制传动系统的扭转振动,本文针对传动系统纯电动模式提出了一种基于混合自适应控制算法的主动控制策略。采用状态空间法建立了传动系统双质量运动学平衡方程,结合前馈控制器和反馈控制器,构建了传动电动模式的主动减振控制模型。通过分析理想模型阻尼比对控制效果的影响,获取了传动系统的最优阻尼比。通过仿真分析,对比了有无干扰情况下的控制效果,结果表明本文提出的混合自适应控制算法可降低传动系80%~90%的扭转振动并使系统稳定时间提前83%~87%,能够有效抑制HEV在纯电动模式下启动时的扭转振动,并且可以消除特定频率的外界干扰。Abstract: The hybrid vehicle transmission system is subjected to multiple sources of excitation such as the engine, motor, transmission components, and road surface excitation, and a large dynamic load generates when the mode is switched, which induces complex torsional vibration problems and directly affects the smoothness, reliability and safety of the transmission system. In order to suppress the torsional vibration of the transmission system, an active control strategy based on the hybrid adaptive algorithms for the pure electric mode of the transmission system is proposed. The state-space method was used to establish the dual-mass kinematic balance equation of the transmission system, and the active vibration damping control model for the transmission electric mode was constructed by combining the feedforward controller and feedback controller. By analyzing the effect of the ideal model damping ratio on the control effect, the optimal damping ratio of the transmission system was obtained. Through simulation analysis, the control effects with and without interference are compared. The results show that the hybrid adaptive control algorithm proposed in this paper can reduce the torsional vibration of the drive train by 80%~90% and advance the system stability time by 83%~87%. It effectively suppresses the torsional vibration of the HEV when it starts in pure electric mode, and can eliminate external interference at a specific frequency.
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Key words:
- hybrid vehicle /
- pure electric mode /
- active control /
- adaptive algorithms
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表 1 HVE主要参数表
参数 数值 电机转子等效惯性力矩Jm/(kg·m2) 0.037 车轮等效惯性力矩Jw/(kg·m2) 0.08 左半轴等效扭转刚度Khl/(N·m2·rad-1) 2 693 右半轴等效扭转刚度Khr/(N·m2·rad-1) 2 460 左右半轴的等效阻尼Cl, Cr/(N·m·s·rad-1) 10 减速比i 7.25 整车质量m/kg 1 630 车轮半径r/m 0.285 表 2 速度仿真结果对比(无干扰)
控制方式 波峰最大值/ (rad·s-1) 波谷最小值/ (rad·s-1) 波动数 稳定时间/s 无控制 43.92 -27.02 8 1.47 前馈控制 18.95 4.44 1 0.63 表 3 速度仿真结果对比(有干扰)
控制方式 波峰最大值/ (rad·s-1) 波谷最小值/ (rad·s-1) 波动数 稳定时间/s 前馈控制 52.96 -45.75 9 1.95 混合控制 15.96 7.25 2 0.75 -
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