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Spiral profile design and parameter analysis of flexure spring

机译:挠性弹簧的螺旋轮廓设计及参数分析

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摘要

Universal design method of spiral flexure spring has been generalized firstly. Through adjusting the space location of spiral arms together with parameters of individual spiral profile including base radius, involute pitch, involute angle, start angle of involute, width of slot, various spiral flexure springs with different performances can be obtained respectively. Then the finite element program, whose validity has been verified by experimental data, is used to analyze the performance of the flexure spring. Furthermore experimental study of the spring assembly reveals the superimposed effect of stiffness and the antitorque characteristic of spring stack, which had been ignored previously. Finally, in order to get the general relation between the axial stiffness, natural frequency of flexure spring and its geometry parameters, the theoretical model, which is based on the mechanics of material and vibration, has been set up and subsequently solved. The validity of derived expressions has been proved by finite element program and published experiment data respectively. Those induced expressions are more convenient and direct than finite element method and can be served as the guide to designation of flexure spring.
机译:首先概述了螺旋弯曲弹簧的通用设计方法。通过调整螺旋臂的空间位置以及各个螺旋轮廓的参数,包括基本半径,渐开线螺距,渐开线角度,渐开线的起始角度,槽的宽度,可以分别获得各种性能不同的螺旋弯曲弹簧。然后使用有限元程序分析了挠性弹簧的性能,该程序的有效性已经通过实验数据进行了验证。此外,对弹簧组件的实验研究还揭示了弹簧叠层的刚度和抗扭矩特性的叠加效应,而这些效应先前已被忽略。最后,为了获得抗弯弹簧的轴向刚度,固有频率与其几何参数之间的一般关系,建立了基于材料和振动力学的理论模型,并对其进行了求解。分别通过有限元程序和公开的实验数据证明了导出表达式的有效性。这些诱导表达式比有限元方法更为方便直接,可以作为挠性弹簧设计的指导。

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