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A Motion Planning Strategy for a Spherical Rolling Robot Driven by Two Internal Rotors

机译:两个内转子驱动的球形滚动机器人的运动规划策略

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This paper deals with a motion planning problem for a spherical rolling robot actuated by two internal rotors that are placed on orthogonal axes. The key feature of the problem is that it can be stated only in dynamic formulation. In addition, the problem features a singularity when the contact trajectory goes along the equatorial line in the plane of the two rotors. A motion planning strategy composed of two trivial and one nontrivial maneuver is devised. The trivial maneuvers implement motion along the geodesic line perpendicular to the singularity line. The construction of the nontrivial maneuver employs the nilpotent approximation of the originally nonnilpotent robot dynamics, and is based on an iterative steering algorithm. At each iteration, the control inputs are constructed with the use of geometric phases. The motion planning strategy thus constructed is verified under simulation.
机译:本文研究了由两个位于正交轴上的内部转子驱动的球形滚动机器人的运动计划问题。该问题的关键特征是只能以动态表述方式陈述。另外,当接触轨迹在两个转子的平面中沿着赤道线运动时,该问题具有奇异性。设计了一种由两个平凡和一个非平凡的动作组成的运动计划策略。琐碎的动作沿垂直于奇点线的测地线实现运动。非平凡操纵的构造采用了原本非零能机器人动力学的零能逼近,并基于迭代操纵算法。在每次迭代中,都使用几何相位来构造控制输入。通过仿真验证了所构造的运动计划策略。

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