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Model Design, Simulation and Control of Rail car Suspension System

机译:轨道车辆悬架系统的模型设计,仿真与控制

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The vibrations resulting from unpleasant motion and disturbances can be minimized via the use of classic or advance control systems. In this study, the dynamic modelling and simulation of classic controls for rail car suspension systems was carried out to investigate the effect of changes in the step response and phase margin during rail car movement. Using two degrees of freedom, the model was developed by representing of the rail car system with a schematic of the rail car body and its suspension followed by the generation of equations of motion. Thereafter, the dynamic simulation of the represented railcar system was simulated in the MATLAB-Simulink 2017a environment based on the equations of motion generated. In addition, the proportional, integral and derivative (PID) control was introduced to fine tune the parameters of the active suspension system of a rail car for optimum performance based on the Ziegler-Nichols tuning rules. The results obtained indicate that the phase response, bandwidth and phase margin were controlled effectively with the introduction of the PID control bringing about significant reduction in the amplitude of oscillation, vibration, noise, rise time as well as elimination of the steady state error.
机译:通过使用经典或先进的控制系统,可以将不愉快的运动和干扰引起的振动降至最低。在这项研究中,进行了铁路车辆悬架系统经典控制的动态建模和仿真,以研究铁路车辆运动过程中阶跃响应和相位裕度变化的影响。使用两个自由度,通过用轨道车车体及其悬架示意图表示轨道车系统并随后生成运动方程来开发模型。之后,基于生成的运动方程,在MATLAB-Simulink 2017a环境中模拟了所代表的轨道车系统的动态仿真。此外,还引入了比例,积分和微分(PID)控制,以根据Ziegler-Nichols调整规则对轨道车辆主动悬架系统的参数进行微调,以实现最佳性能。所得结果表明,通过引入PID控制,可以有效地控制相位响应,带宽和相位裕度,从而显着降低了振荡,振动,噪声,上升时间以及消除了稳态误差。

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