电机械制动系统设计

Design of Electro-mechanical Braking System

  • 摘要:
    目的 为解决磁悬浮列车制动力离散性大、制动响应时间长、制动冲击大等问题,对电机械制动技术在磁悬浮车辆上的应用开展研究。
    方法 针对200 km/h中速磁悬浮列车,构建了基于电机械制动的整车制动系统架构,并完成了电机械制动系统样机的研制。以经典PID(比例、积分和微分)控制为基础,研究了系统闭环响应特性;引入模糊控制算法进行制动力闭环控制;通过控制直流电动机驱动PWM(脉冲宽度调制)信号,并采样其反馈电流换算所得电流值和力传感器采集得到的实际制动力值进行闭环控制;通过DSP(数字信号处理器)芯片进行硬件设计,将模糊控制算法集成于控制电路,实现了电机械制动控制系统硬件的在环测试,验证了模糊控制算法的性能;通过车辆系统集成装车试验,验证了基于电流、转速、制动力闭环控制优化算法的可行性。
    结果及结论 所提电机械制动系统的制动响应时间更短,制动力控制精度与跟随效果更好,并能有效抑制制动力离散性大的问题。

     

    Abstract:
    Objective To address the issues of significant braking force dispersion, long braking response times, and high braking impact of maglev trains, an application study of EMB (electro-mechanical braking) technology on maglev vehicles is carried out.
    Method The whole-vehicle braking system architecture based on EMB is constructed for a 200 km/h medium-speed maglev train, and a prototype of the EMB system is developed. Based on the classic PID (proportional, integral, and derivative) control, the closed-loop response characteristics of the system are studied. A fuzzy control algorithm is introduced for the closed-loop braking force control. This control is conducted by controlling the DC motor drive PWM (pulse width modulation) signal, and sampling the current value converted from its feedback current and the actual braking force value collected by the force sensor. The hardware design is carried out using a DSP (digital signal processor) chip, integrating the fuzzy control algorithm into the control circuit. The hardware-in-the-loop test of the EMB control system is thus achieved, verifying the performance of the fuzzy control algorithm. Vehicle system integration tests are conducted to verify the feasibility of the optimized closed-loop control algorithm based on current, speed, and braking force.
    Result & Conclusion  The proposed EMB system demonstrates shorter braking response times, superior braking force control accuracy, and better tracking effects. It can effectively suppress the issue of significant braking force dispersion.

     

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