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Optimization Techniques Applied to Determine the Trajectory of High-Speed Ground Vehicles in Predefined Tracks

机译:应用优化技术以确定预定轨道中高速地面车辆的轨迹

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High-speed competition vehicles are required to cover a determined number of laps in a closed trajectory circuit in a time that is the least possible, in the limits of the governing dynamic and driving characteristics of these vehicles. Optimization is a methodology that can be used in order to simulate trajectories and driving techniques used by the competition drivers and to investigate the effects of several parameters in limit conditions of car stability. In this work is first presented a vehicle model considering the sufficient characteristics for trajectory analysis, influenced by pertinent geometric and physical parameters. In continuation, the problem of the optimal trajectory is defined using optimization procedures, in order to determine how a vehicle will follow the path, considering as an objective function the time to follow it, that must be the minimum, and having as constraints the vehicle dynamic conditions and the path geometry, implementing routines that are used with the Matlab's Optimization Toolbox. Finally the behavior of the vehicle is presented, represented by the model developed previously in a trajectory control loop, in such a way to compare the resulting behavior with the one predicted by the optimization procedure.
机译:需要高速竞争车辆在封闭的轨迹电路中覆盖确定数量的圈,这是至少可能的,在这些车辆的动态和驱动特性的限制中。优化是可以使用的方法,以便模拟竞争驱动程序使用的轨迹和驾驶技术,并调查汽车稳定性限制条件下几个参数的影响。在这项工作中首先呈现考虑到轨迹分析的足够特性的车辆模型,受到相关几何和物理参数的影响。在继续时,使用优化程序定义最佳轨迹的问题,以便确定车辆如何遵循路径,考虑到目标函数遵循它,这必须是最小的,并且具有车辆的限制。动态条件和路径几何,实现与MATLAB优化工具箱一起使用的例程。最后,通过先前在轨迹控制回路中开发的模型表示车辆的行为,以这样的方式,以比较由优化过程预测的那个行为的方法。

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