Motion-distribution method in triple-trajectory tracking of a high redundant non-holonomic MDAMs under joint limits

Yan Wei, A. Rahmani
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引用次数: 1

Abstract

This paper presents a motion distribution-based triple-trajectory tracking method for a high redundant Mobile Dual-Arm Manipulator System (MDAMs) which acts as a personal assistant. The MDAMs consists of one non-holonomic mobile platform, one holonomic body with a moving waist, two 7-DoFs arms and two dexterous hands. Inspired by human movement determination, a new subtask is introduced, i.e., the relative motion of the right end-effector (EE) with respect to its body frame. Two relative task variables are introduced which allow the control of the right EE in the world frame and the left EE with respect to the right EE. Moreover, two compact relative Jacobian matrices are constructed to link the joint space with the task space. Furthermore, the task-priority based inverse kinematic (IK) solving method is applied by using pseudo-inverse Jacobian matrix. Finally, a semi-decentralized control law is proposed for the MDAMs with kinematic control law for the mobile part. This paper builds a mathematical MDAMs model and numerically simulates a triple-trajectory tracking by using the proposed control law. The simulation results validate the effectiveness of the triple-trajectory tracking control method.
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关节极限下高冗余度非完整adams三轨迹跟踪的运动分布方法
针对具有个人助理功能的高冗余度移动双臂机械臂系统,提出了一种基于运动分布的三轨迹跟踪方法。MDAMs由一个非完整的移动平台,一个带活动腰部的完整体,两个7自由度的手臂和两只灵巧的手组成。受人体运动确定的启发,引入了一个新的子任务,即右端执行器相对于其身体框架的相对运动。引入了两个相对的任务变量,允许控制世界框架中的右侧情感表达和相对于右侧情感表达的左侧情感表达。此外,构造了两个紧致相对雅可比矩阵将关节空间与任务空间连接起来。在此基础上,利用伪逆雅可比矩阵,提出了基于任务优先级的逆运动学求解方法。最后,提出了一种半分散控制律,并结合运动部分的运动控制律提出了半分散控制律。本文建立了数学模型,并利用所提出的控制律对三轨迹跟踪进行了数值模拟。仿真结果验证了三轨迹跟踪控制方法的有效性。
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