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Backing-up Maneuvers Of Autonomous Tractor-trailer Vehicles Using The Qualitative Theory Of Nonlinear Dynamical Systems

机译:基于非线性动力系统定性理论的无轨电车车辆后备操纵

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This paper presents an approach,based on the qualitative theory of nonlinear dynamical systems,for the analysis and design of control systems for autonomous articulated vehicles.In particular,backing-up maneuvers are considered.These maneuvers are dangerous because the vehicles tend to 'jackknife' when the angle between the tractor and the trailer is greater than a certain value.This danger is increased when the actuators are saturated because they can cause a lack of controllability in the state space and control becomes complicated.The paper proposes a two-level control system with an orientation controller in the lower level and a look-ahead controller in the higher.In the paper,a general orientation feedback controller is presented.This control strategy represents a wide family of different nonlinear controllers and can be applied with different particular control laws.The paper applies the qualitative theory of nonlinear dynamical systems to study the stability of the control system.Thus,the stability of the system under some constraints is demonstrated.The paper includes both simulation and experimental results of the implementation on the Romeo 4R autonomous vehicle,which is a full-size autonomous electrical golf cart with a trailer.
机译:本文基于非线性动力学系统的定性理论,提出了一种用于自动铰接式车辆控制系统的分析和设计的方法。特别是考虑了后备机动。这些机动是危险的,因为车辆容易“折磨”。当牵引车和拖车之间的角度大于一定值时,当执行器饱和时,这种危险会增加,因为它们会导致状态空间中的可控性不足,并且控制变得复杂。本文提出了两个层次本文提出了一种通用的方向反馈控制器。该控制策略代表了一系列不同的非线性控制器,可以应用于不同的场合。本文运用非线性动力学系统的定性理论研究了控制系统的稳定性。因此,在一定的约束条件下,证明了系统的稳定性。本文包括在带有拖车的罗密欧4R自动驾驶汽车上实现的仿真和实验结果。

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