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Static deformation modeling and analysis of flexure hinges made of a shape memory alloy

机译:形状记忆合金制成的挠性铰链的静态变形建模和分析

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摘要

The flexure hinge is a key element in compliant mechanisms to achieve continuous motion; however the motion range of a flexure hinge is severely restricted by the material's allowable strain. Due to the superelasticity effect, shape memory alloys (SMAs) can undergo much larger strain than other metals; this means that they are excellent candidates for the fabrication of flexure hinges with a large motion range. In this paper, a simple static deformation modeling approach is proposed for a flexure hinge made of a SMA. The superelastic behavior of the SMA is described by Brinson's constitutive model. The flexure hinge is considered as a non-prismatic cantilever beam associated with geometrical and material nonlinearities. Govern equations of the flexure hinge are derived and solved numerically by applying the nonlinear bending theory of the Euler-Bernoulli beam. Experimental tests show that the proposed modeling approach can predict the deformation of the flexure hinge precisely; the maximum relative error is less than 6.5%. Based on the static deformation model, the motion capacity, the stiffness characteristic and the rotational error of the flexure hinge are also investigated. The results reveal that the flexure hinge made of a SMA has great potential to construct compliant mechanisms with a large motion range.
机译:挠性铰链是柔顺机构中实现连续运动的关键要素。然而,挠性铰链的运动范围受到材料允许的应变的严格限制。由于超弹性效应,形状记忆合金(SMA)可能比其他金属承受更大的应变。这意味着它们是制造大运动范围的挠性铰链的极佳选择。本文提出了一种简单的静态变形建模方法,用于由SMA制成的挠性铰链。 SMA的超弹性行为由布林森的本构模型描述。挠曲铰链被认为是与几何和材料非线性相关的非棱镜悬臂梁。应用欧拉-伯努利梁的非线性弯曲理论,导出了挠性铰链的控制方程,并进行了数值求解。实验测试表明,所提出的建模方法能够准确预测挠性铰链的变形。最大相对误差小于6.5%。基于静态变形模型,还研究了挠性铰链的运动能力,刚度特性和旋转误差。结果表明,由SMA制成的挠性铰链具有很大的潜力来构造具有大运动范围的柔顺机构。

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