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A Control for Spatial Motions of a Robot in a Rectangular Cartesian Coordinate System

机译:直角坐标系下机器人空间运动的控制

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摘要

Two mathematical models of a robot with elastic or rigid links working in a rectangular Cartesian coordinate system are proposed. The problems of dynamic and kinematic controls for such a robot are posed within the framework of the specified models. The difficulties of mathematical simulation of real robots of such a type with sliding joints are discussed in connection with the presence of elastic flexibility in the actuators. The technique for estimating the accuracy of positioning of the load carried by the robot based on joint use of the specified mathematical models is presented. As an example, solution of the problems of kinematic control of flexible and rigid robots with equivalent geometric and physical parameters functioning in a rectangular Cartesian coordinate system is considered.
机译:提出了在直角坐标系下工作的具有弹性或刚性连接的机器人的两个数学模型。这种机器人的动态和运动学控制问题存在于指定模型的框架内。结合致动器中的弹性柔韧性,讨论了具有滑动接头的这种类型的真实机器人的数学模拟的困难。提出了一种基于指定数学模型的联合使用来估计机器人承载的负载的定位精度的技术。例如,考虑解决在矩形笛卡尔坐标系中具有等效几何和物理参数的柔性和刚性机器人的运动学控制问题。

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