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Stability Improvement of Mobile Robot with Mutative Driving Axial Distance Omni-Directional Wheels

机译:具有可变驱动轴向距离全向轮的移动机器人的稳定性改进

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The omni-directional mobile robot has three degrees of freedom in the plane. It has high flexibility and is also suitable for transport and operation in crowded and narrow environments. The work focuses on detailed analysis of the driving mode of the driving wheel and the changing process of the driving axial distance. In accordance with the driving axial distance, the omni-directional wheels are divided into two types: mutative driving axial distance wheels and fixed driving axial distance wheels. The mecanum wheel, alternate wheel and the MY3 wheel belong to the mutative driving axial distance wheel. The causes of the abrupt change of ground distance of the robot and the influence of the mutation on the stability of the robot are analyzed. In order to improve the stability, the relationship between the ground distance and the rotation angle of MY3 robot is analyzed. Two functions are proposed: The sinusoidal gradual- change function and The polynomial gradual-change function. Synthesizing the trajectory, kinematics and dynamics models, the minimum value of the gradual coefficient is obtained and the trajectory accuracy is improved. The simulation results show that both the functions can eliminate mutations of the speed and torque of the motor, but the trajectory errors of the sinusoidal gradual-change function are smaller.
机译:全向移动机器人在平面上具有三个自由度。它具有很高的灵活性,也适合在拥挤和狭窄的环境中运输和操作。这项工作着重于详细分析驱动轮的驱动方式和驱动轴向距离的变化过程。根据驱动轴向距离,全向轮分为两种:可变驱动轴向距离轮和固定驱动轴向距离轮。麦克纳姆轮,备用轮和MY3轮属于可变驱动轴向距离轮。分析了机器人地面距离突变的原因以及突变对机器人稳定性的影响。为了提高稳定性,分析了地面距离与MY3机器人旋转角度之间的关系。提出了两个函数:正弦渐变函数和多项式渐变函数。综合了轨迹,运动学和动力学模型,得到了渐进系数的最小值,提高了轨迹精度。仿真结果表明,这两个函数都可以消除电机速度和转矩的突变,但正弦渐变函数的轨迹误差较小。

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