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Genetic PI based model and path tracking control of four traction electrical vehicle

机译:基于遗传PI的四个牵引电动车辆的模型及路径跟踪控制

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Modeling and control of four-wheel electric vehicles are difficult due to their dynamic parameters and variable road conditions. In this paper, a robust and adaptive electric vehicle model and position control that can be adapted to state variables using a dynamic lateral and longitudinal model of a four-wheel electric vehicle have been proposed. The longitudinal and lateral forces have been modeled according to Newton's second law, depending on the parameters such as the vehicle's size, width, height, weight and slope angle by using dynamic equations of the vehicle. In this paper, a permanent magnet synchronous hub motor has been used for each wheel of the electric vehicle. The magic formula wheel model has been used to determine the relationship between the slip and the friction of the designed vehicle. Using the slip system, the relationship between the speed of the electric vehicle itself and the wheel speeds have been defined. The proportional controller at the position loop and proportional + integral controller at the speed loop of the designed system have been used. In the path tracking control system, position controls have been made in the X and Y coordinate planes. A P position controller and a PI speed controller have been used for each plane. Thus, there are 6 controller coefficients in total. Because of the complicated structure of the system, it is difficult to determine the most suitable controller coefficients by analytical methods. Therefore, the genetic algorithm which is one of the heuristic algorithms has been used in determining these coefficients. Simulation studies have been conducted with a different path and position references to see the effectiveness of the proposed electric vehicle model and position control. The obtained results show that the proposed model and control system are robust, effective and reliable.
机译:由于其动态参数和可变路况,四轮电动车辆的建模与控制很困难。在本文中,已经提出了一种稳健和自适应的电动车辆模型和位置控制,其可以适用于使用四轮电动车辆的动态横向和纵向模型的状态变量。根据牛顿的第二律,纵向和横向力根据车辆的尺寸,宽度,高度,重量和倾斜角等参数进行了建模,这是通过使用车辆的动态等式的参数。在本文中,用于电动车辆的每个车轮使用永磁同步轮毂电动机。魔术公式轮模型已被用于确定设计车辆的滑动和摩擦之间的关系。使用滑动系统,已经定义了电动车辆本身的速度与车轮速度之间的关系。已经使用了在设计系统的速度环上的位置环和比例+积分控制器处的比例控制器。在路径跟踪控制系统中,已经在X和Y坐标平面中进行了位置控制。每个平面都使用P位置控制器和PI速度控制器。因此,总共有6个控制器系数。由于系统的复杂结构,难以通过分析方法确定最合适的控制器系数。因此,是作为启发式算法之一的遗传算法用于确定这些系数。已经用不同的路径和位置参考进行了仿真研究,以了解所提出的电动车辆模型和位置控制的有效性。所获得的结果表明,所提出的模型和控制系统是坚固,有效可靠的。

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