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Kinematics of a Generalized Class of Pneumatic Artificial Muscles

机译:广义的气动人工肌肉运动学

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Fluid filled fiber reinforced elastomeric enclosures (FREEs) have been a popular choice for actuators in prosthetics and soft robots owing to their high power density and cost effective manufacturing. While a narrow class of FREEs known as McKibben's actuators have been extensively studied, there is a wide unexplored class that could be potentially used as actuators and soft structural members. This paper analyzes the mobility of generalized FREEs based on simple geometric relationships that result from the inextensibility of fibers and fluidic actuation. The analysis conducted can be classified into instantaneous kinematics and global or large deformation kinematics. Instantaneous kinematics reveals that the most general deformation pattern of the FREE is a screw motion about the axis of its cylinder, whose pitch is a function of fiber orientations. Furthermore, a set of fiber angles, which do not deform under volumetric actuation were identified as the locked manifold (LM). Global kinematic analysis revealed that every FREE continued to deform until its fiber configuration approached the LM. These insights were corroborated with finite element analysis (FEA) and testing for a small sample of FREE actuators.
机译:填充流体的纤维增强弹性体外壳(FREE)由于其高功率密度和具有成本效益的制造而成为假肢和软机器人执行器的普遍选择。虽然广泛研究了称为McKibben的执行器的一类免费软件,但仍有大量未开发的类可潜在地用作执行器和软结构构件。本文基于由纤维的不可伸长性和流体驱动产生的简单几何关系,分析了广义FREEs的迁移率。进行的分析可以分为瞬时运动学和整体或大变形运动学。瞬时运动学表明,FREE的最一般变形模式是绕其圆柱轴的螺旋运动,其螺距是纤维取向的函数。此外,将一组在纤维驱动下不会变形的纤维角确定为锁定歧管(LM)。整体运动学分析表明,每一个自由运动继续变形,直到其纤维结构接近LM。这些见解得到了有限元分析(FEA)和一小部分免费执行机构测试的证实。

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