用于高动态自推进驾驶模拟器的运动控制器的开发

Meike Ottensmeier, Günther Prokop
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摘要

自推进驾驶模拟器的新概念包括一个六足、一个偏航关节和一个基于轮子的运动平台,该平台具有四个单独可转向的轮子。这一概念提供了理论上无限的运动范围,特别是能够实现高度动态的驾驶操纵。为了确保全方位运动,运动平台必须立即向任何方向加速。这一要求导致模拟器控制系统面临的主要挑战:考虑非线性和瞬态轮胎特性,并根据驾驶员的预期生成目标加速度。根据这些要求,运动控制仅用于控制运动平台的水平动态。本文中提出的运动控制包括各种模型定义,特别是在扩展的HSRI(公路安全研究所)轮胎模型中考虑的基本轮胎特性。作为两个自由度的运动控制包含用于生成目标车身力的前馈、用于向车轮分配最佳力的控制分配、作为轮胎力的特定控制的单轮控制以及加速度水平的补偿控制。通过使用简化的参考模型进行仿真研究,已经揭示了控制器在精度和质量方面的高性能。最佳的力分布可实现相等的附着力利用率,补偿控制可补偿剩余的单轮控制偏差。只有在低速直至静止的情况下,转向角才会出现困难。由于精确的输入-输出线性化,单轮控制会导致奇异性和不稳定性。因此,在这种情况下,转向角需要特殊的控制。
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Development of a Motion Control for a highly dynamic, self-propelled driving simulator

The new concept of the self-propelled driving simulator comprises a hexapod, a yaw joint and a wheel-based motion platform with four individually steerable wheels. This concept provides a theoretically unlimited motion range, which especially enables highly dynamic drive maneuvers. To ensure an omnidirectional motion, the motion platform has to accelerate instantly in any direction. This requirement leads to the main challenges in the control system of the simulator: taking into account the nonlinear and transient tire characteristics and generating the target accelerations as expected by the driver. According to these requirements, the Motion Control is only for controlling the horizontal dynamics of the motion platform. The Motion Control presented in this paper includes various model definitions, especially regarding the essential tire characteristics considered within an extended HSRI (Highway Safety Research Institute) tire model. The Motion Control as Two-Degrees-of-Freedom control contains a Feedforward for generating target body forces, a Control Allocation for an optimal force distribution to the wheels, a Single Wheel Control as a specific control of the tire forces, and a Compensation Control on acceleration level. Investigation of this control by simulation, using a simplified reference model, already revealed a high controller performance regarding accuracy and quality. The optimal force distribution leads to an equal adhesion utilization and the Compensation Control compensates the remaining Single Wheel Control deviations. Difficulties only occur for the steering angle in the case of low velocity up to a standstill. Due to the exact input–output linearization, the Single Wheel Control leads to a singularity and instability. Therefore, the steering angle requires exceptional control in this case.

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