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Comparative study of PID control algorithms for an electric vehicle

机译:电动汽车PID控制算法的比较研究

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Electric vehicles have emerging as prominent alternative for sustainable, clean and cleaner energy emissions in transportation. Modelling and controlling of electric vehicles have attracted increasing attention from researchers. Proportional Integral derivative (PID) controllers are most extensively used in the control of any system because of their simplicity, robustness, and successful practical application. A comparative study of the different control algorithms used in the PID controller of an electric vehicle is carried out in the present work, including the control of the electric vehicle for the Transfer Function model by applying three control algorithms, i.e., the Ziegler-Nichols (ZN) algorithm, Modified ZN (MZN) algorithm, and the Internal Model Control (IMC) algorithm for the second order transfer function model and the equivalent first-order with delay time (FOPDT) model of an electric vehicle. It also includes control of the electric vehicle using the state space model by applying two control algorithms, i.e., the Linear Quadratic Regulator (LQR) algorithm and the Pole Placement (PP) algorithm. The gain values of the PID controller K_p, K_i, and K_d are calculated by considering Transfer function case and the State space model case. The performance of these approaches is evaluated by using the Integral-Square-Error (ISE), Integral-Absolute-Error (IAE), Integral-Time-Absolute-Error (ITAE), and the Integral-Time-Square-Error (ITSE). The comparison is carried out based on domain specifications and performance indices, in order to identify the superiority of the control techniques.
机译:电动汽车在运输中可持续,清洁和清洁能源排放的突出替代品。电动汽车的建模与控制引起了研究人员的越来越关注。由于其简单,鲁棒性和实际应用,比例积分衍生物(PID)控制器最广泛地用于控制任何系统。在当前工作中进行了在电动车辆的PID控制器中使用的不同控制算法的比较研究,包括通过应用三个控制算法,即Ziegler-Nichols来控制传递函数模型的电动车辆( Zn)算法,修改Zn(MZN)算法和电动车辆延迟时间(FOPDT)模型的二阶传递函数模型和等同一流的内部模型控制(IMC)算法。它还包括通过应用两个控制算法,即线性二次调节器(LQR)算法和极放置(PP)算法来控制使用状态空间模型的电动车辆的控制。通过考虑传输功能案例和状态空间模型案例来计算PID控制器K_P,K_I和K_D的增益值。通过使用积分 - 方误差(ISE),积分 - 绝对误差(IAE),积分 - 绝对误差(ITAE)和积分 - 时分误差(ITSE来评估这些方法的性能)。基于域规格和性能指标进行比较,以识别控制技术的优越性。

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