Dead-reckoning inverse and direct kinematic solution of a 4W independent driven rover

E. Martínez-García, Oscar Mar, R. Torres-Córdoba
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引用次数: 6

Abstract

We tackle the problem of trajectory control of a four-wheel driven skid-steering (4WDSS) robotic platform with asynchronous wheels velocity. A practical mathematical formulation for solving inverse and direct kinematics is provided. This approach also includes the formulation and implementation of a home made arrange of accelerometers to infer robot displacements in global coordinates system. Although we provide a direct kinematics solution, we further establish an inverse kinematics formulation using four parameters to exert trajectory control, namely instantaneous linear velocity, angular velocity, and robot Z-turning axes. The formulation for robot angular velocity is given differently from other research approaches, where it is stated in terms of the robot's geometry, which directly impacts the robot's swift capability. Trajectory control is yielded by controlling the location of the robot turning Z-axis with respect to the instantaneous center of rotation by direct control of the wheels speeds.
4W独立驱动漫游车航位推算逆解及运动学解
研究了具有异步车轮速度的四轮驱动滑移转向机器人平台的轨迹控制问题。给出了求解逆运动学和正运动学的实用数学公式。该方法还包括制定和实现一个自制的加速度计排列,以推断机器人在全局坐标系中的位移。虽然我们提供了一个直接的运动学解,但我们进一步建立了一个使用四个参数进行轨迹控制的逆运动学公式,即瞬时线速度、角速度和机器人z轴。机器人角速度的公式与其他研究方法不同,它是从机器人的几何形状来表述的,这直接影响到机器人的快速能力。轨迹控制是通过直接控制车轮速度来控制机器人转动z轴相对于瞬时旋转中心的位置。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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