无人变形飞行器耦合重构运动稳定性分析与设计

Jun Liu, Zhenkun Yan, Mingming Lu, Liang Zhang, Taowen Cui, M. Zheng, Di Wu
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引用次数: 0

摘要

无人变形车是一种结合汽车和机器人的新型机器人,它可以用轮子高速行驶,也可以用台阶行走。无人变形车在汽车状态和人形状态之间转换时容易发生倾翻不稳定。本文报告的以下工作解决了这些问题。建立了变形无人车耦合重构过程的运动学模型。以零力矩点(ZMP)理论作为稳定性判据,基于重构过程中对稳定性的要求,采用遗传算法求出驻行耦合重构时支撑状态下足部着地位置的最优值和变形车辆耦合重构时行驶加速度的最优值。在最佳足部着陆位置的基础上,根据重构过程的稳定性要求,对重构总时间阈值、变形车辆行驶加速度阈值、支撑面倾斜角阈值进行了分析计算。最后,通过样机试验验证了优化后系统的稳定性。
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Stability analysis and design of an unmanned deformable vehicle during coupled reconfiguration motion
An unmanned deformable vehicle, which is a new type of robot combining a car and a robot, can drive at high speed with wheels and walk with steps. An unmanned deformable vehicle is prone to tipping instability when reconfigured between the automotive and humanoid states. The following work reported herein addresses these issues. The kinematic model of an unmanned deformed vehicle during the coupled reconfiguration process was established. The zero moment point (ZMP) theory was used as the stability criterion, and based on the requirement for stability during the reconstruction process, a genetic algorithm was used to find the optimal value of the support state foot landing position for the parking and driving coupled reconfiguration, and for the optimal value of the driving acceleration of the deformed vehicle during the driving coupled reconfiguration. On the basis of the optimal foot landing position, the total reconfiguration time threshold, deformed vehicle driving acceleration threshold, and support surface tilt angle threshold were analysed and calculated in accordance with stability requirements during the reconfiguration. Finally, the stability performance of the optimised system was verified through prototype testing.
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来源期刊
CiteScore
4.10
自引率
11.10%
发文量
38
审稿时长
>12 weeks
期刊介绍: The Journal of Multi-body Dynamics is a multi-disciplinary forum covering all aspects of mechanical design and dynamic analysis of multi-body systems. It is essential reading for academic and industrial research and development departments active in the mechanical design, monitoring and dynamic analysis of multi-body systems.
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