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Kinetostatic Analysis of a Spatial Compliant Mechanism Actuated by Three Shape Memory Alloy Wires in Differential Form

机译:三种不同形状记忆合金丝致动的空间顺应性机构的运动静力学分析

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摘要

This contribution presents the kinetostatic analysis of a spatial compliant mechanism actuated by three Shape Memory Alloy (SMA) wire actuators. This mechanism exploits both shape memory and superelastic effects of SMA actuators. The moving platform of the mechanism is mounted on a pillar made of superelastic SMA and its mobility is obtained from the large deflection of the pillar by the selective actuation of any one or two wires in differential manner. The deflection expressions obtained are basically force-displacement kinematic relationships, derived after incorporating follower forces and variable moments developed by the actuators. Two sets of geometric parameters, related to deflected and undeflected conditions, have been utilized to solve the coupled relationship between the force developed by the SMA actuation and the force required for the elastica deflection. The deflection expressions are solved using Romberg integration method and the numerical results obtained have been validated by comparing them with those obtained from FEM simulation. The results show that, for the design of compliant mechanisms exhibiting large displacements the force-displacement relationships in linear form, as applicable to small deflections, are no longer valid.
机译:这一贡献提出了由三个形状记忆合金(SMA)线促动器促动的空间顺应机构的运动静力学分析。该机制利用了SMA执行器的形状记忆和超弹性效应。该机构的移动平台安装在由超弹性SMA制成的支柱上,并且其移动性是通过有选择地致动一根或两根导线以差分方式从支柱的大挠度获得的。所获得的挠度表达式基本上是力-位移运动学关系,在结合了从动力和执行机构产生的可变力矩后得出。与挠曲和未挠曲条件相关的两组几何参数已用于解决SMA驱动产生的力与弹性挠曲所需力之间的耦合关系。使用Romberg积分法求解挠度表达式,并将其与从FEM仿真获得的数值结果进行比较,以验证所获得的数值结果。结果表明,对于具有大位移的柔性机构的设计,线性形式的力-位移关系(适用于小挠度)不再有效。

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