Exoskeleton systems kinematics analysis with graph-matroid approach

Ilie Talpasanu, Shankar Krishnan
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Abstract

This paper presents a novel technique for the kinematic analysis of exoskeleton systems, based on incidence matrices in an edge-oriented graph. Kinematic equations are generated in matrix form using a base of circuits from a cycle matroid. This set of independent equations, automatically generated due to matrix orthogonalities, allows efficient computation of system's joint velocities. The method has general applicability and can be employed for modeling complex body segments and joints as complex mechanisms with large number of links and degrees of freedom. This paper illustrates the model of a particular exoskeleton system having six links.
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外骨骼系统运动学的图阵分析
本文提出了一种基于面向边图关联矩阵的外骨骼系统运动学分析新方法。运动学方程以矩阵形式生成,以循环矩阵为基础。这组独立的方程,由于矩阵正交性自动生成,允许有效地计算系统的关节速度。该方法具有通用性,可作为具有大量连杆和自由度的复杂机构对复杂体节和关节进行建模。本文给出了具有六个连杆的外骨骼系统的模型。
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