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A new mobile ball robot-dynamic modeling and simulation

机译:新型移动球机器人的动力学建模与仿真

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In this paper the construction and dynamic modeling of a mobile ball robot is represented. The unique mechanical structure of this robot results more reliable and stable motion with respect to previous similar robots. Driving mechanism is placed within a hollow spherical case, and consists of three sets of actuated omni-wheels for omni-directional motion of the robot. This mechanism decreases relative slip between the inner actuation system and outer ball case, and results more precise control of the robot in different paths and places. At first, the mechanical structure, actuation and control system, and process of different components assembling to work as a robot is explained. Then, based on the Newton-Euler formulation, mathematical model of motion is derived and dynamic equations of the robot are evaluated. These equations have differential algebraic equations (DAEs) formation. Consequently, a computational method to solve ADEs has been developed. Finally, in a case study, the robot performance in passing through a linear path with two perpendicular segments is studied. Simulation and experimental results demonstrate that robot moves through the desired and predefined trajectory.
机译:本文介绍了移动式球形机器人的构造和动态建模。与以前的同类机器人相比,该机器人的独特机械结构可实现更可靠,更稳定的运动。驱动机构放置在空心球形壳体内,由三组致动的全轮组成,用于机器人的全向运动。该机构减小了内部致动系统与外部球壳之间的相对滑动,并导致了在不同路径和位置对机器人的更精确控制。首先,说明机械结构,致动和控制系统以及组装成机器人的不同组件的过程。然后,基于牛顿-欧拉公式,推导运动的数学模型并评估机器人的动力学方程。这些方程式具有微分代数方程式(DAE)的形式。因此,已经开发了解决ADE的计算方法。最后,在一个案例研究中,研究了机器人在经过具有两个垂直段的线性路径时的性能。仿真和实验结果表明,机器人可以沿期望的和预定义的轨迹运动。

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