Model of Two-Mass Electric Drive of DC Electric Locomotive with the Full Order Observer

Vasyl Stopkin, V. Kuznetsov, Vitaliy Kuznetsov, A. Nikolenko, Mvkola Babyak, Petro Hubskvi
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Abstract

The paper deals with development of the mathematical model of the two-mass electric drive of a direct current of the electric locomotive with the observer of a full order. The model provides an opportunity to study the change in the ratio of the moments of inertia of the two masses of the electric drive in order to reduce speed fluctuations and inconsistencies in the speeds of these masses. The observer estimates the speed on the basis of information about the supply voltage and motor current. Instead of directly measuring the speed, an observer is used, who uses the measured armature current and supply voltage to change the task to speed. As a comparison, the classical model of subordinate coordinate control for a two-mass electric drive is considered. The disadvantages of the latter are the complexity of calculating the parameters of the links during debugging. Identification and description of the load moment is carried out by a system of differential equations. Reproduction of the vector of coordinates of the system and the vector of perturbations (load moment) is carried out by the observer with an error in the steady state. To compensate for it, the load torque signal in the static is fed to the input of the speed circuit through the debugging link. The results of research on the mathematical model, with its appropriate adjustment under the conditions of a particular electric drive, can significantly reduce the impact loads on the electric drive by accurately matching the speeds of two masses and from a practical point of view provide information on calculations of the kinematic circuit and selection of optimal gear ratio.
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具有全阶观测器的直流电力机车双质量电传动模型
本文讨论了全阶观测器下电力机车直流双质量电驱动数学模型的建立。该模型提供了一个机会来研究电力驱动的两个质量的转动惯量之比的变化,以减少这些质量的速度波动和不一致。观测器根据电源电压和电机电流的信息来估计速度。不是直接测量速度,而是使用一个观察者,他使用测量的电枢电流和电源电压来改变任务速度。作为比较,考虑了双质量电传动的经典从属坐标控制模型。后者的缺点是调试时计算链路参数比较复杂。荷载力矩的识别和描述由微分方程系统来完成。系统的坐标矢量和摄动矢量(负载力矩)的再现由观测器在稳态中进行误差。为了补偿它,静态中的负载转矩信号通过调试环节馈送到调速电路的输入端。数学模型的研究结果,在特定的电传动条件下进行适当的调整,可以通过精确匹配两个质量的速度,大大减少电传动的冲击载荷,从实用的角度来看,可以为运动电路的计算和最佳传动比的选择提供信息。
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