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Analysis of application patterns of Z-type MEMS microspring

机译:Z型MEMS微弹簧的应用模式分析

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摘要

In this paper, we design a Z-type microspring, which consists of several "Z" type micromechanical beams within mutual connection. With good mechanical performance and mature LIGA fabrication technology, Ni is chosen as the material of Z-type MEMS microspring. The mechanical properties of electroformed Ni have been tested by the Micro Hardness Tester, and the Young's modulus is 219 GPa. Different from traditional springs, microsprings can be divided into three application patterns in direction x, y, and z to study. Applying the Castigliano second theorem of energy method in macro theory, the formulas used to calculate the spring constant of Z-type microspring in the directions of the three application patterns were derived, and verified by the ANSYS finite element method. Using the Tytron250 micro force test machine, the experiments of the Z-type microspring deformation properties were carried out. The spring constant, rupture force and rupture strength of Z-type microspring in direction y are 3821 N/m, 1.64 N and 1.61 GPa, respectively. The experimental results agree with the theoretical analysis. Based on the analysis above, the change laws of the spring constant of microspring in the three application patterns are summarized.
机译:在本文中,我们设计了一种Z型微弹簧,它由相互连接的多个“ Z”型微机械梁组成。具有良好的机械性能和成熟的LIGA制造技术,Ni被选作Z型MEMS微弹簧的材料。电铸镍的机械性能已通过显微硬度测试仪进行了测试,杨氏模量为219 GPa。与传统弹簧不同,微型弹簧可以在x,y和z方向上分为三种应用模式进行研究。运用宏观方法中的卡斯蒂利亚诺能量第二定理,推导了用于计算Z型微弹簧在三个应用方向上的弹簧常数的公式,并通过ANSYS有限元方法进行了验证。使用Tytron250微力试验机,进行了Z型微弹簧变形特性的实验。 Z型微弹簧在y方向上的弹簧常数,断裂力和断裂强度分别为3821 N / m,1.64 N和1.61 GPa。实验结果与理论分析吻合。在以上分析的基础上,总结了三种应用模式下微弹簧的弹簧常数的变化规律。

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