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Modelling the static and dynamic behavior of a conical spring by considering the coil close and damping effects

机译:通过考虑线圈的闭合和阻尼效应来对锥形弹簧的静态和动态行为建模

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摘要

A method to calculate the load-deflection relation of the conical spring is proposed and verified by experimental data statically. The non-linearity of the spring rate and coil close effect by influencing the end effect are considered in the formulation. It shows that the maximum error between simulation and experimental results is 4 . 6%. The dynamic equations for the conical spring are also derived by considering the non-linear spring rate and damping effect due to coil clash. This is the first such modelling for a conical spring. The dynamic equations are solved by perturbation and the numerical methods. It is found that the natural frequency varies with the initial amplitude due to the coil clash in compression. Also, the maximum amplitude in compression is found to be smaller than the maximum amplitude in extension. (C) 1998 Academic Press Limited. [References: 7]
机译:提出了一种计算锥形弹簧载荷-挠度关系的方法,并通过实验数据进行了静态验证。在配方中考虑了弹簧刚度的非线性和通过影响端效应的线圈闭合效应。结果表明,仿真与实验结果之间的最大误差为4。 6%。还考虑了非线性弹簧刚度和线圈碰撞引起的阻尼效应,得出了锥形弹簧的动力学方程。这是锥形弹簧的首次此类建模。通过微扰和数值方法求解动力学方程。发现由于压缩中的线圈碰撞,固有频率随初始振幅而变化。另外,发现压缩的最大幅度小于延伸的最大幅度。 (C)1998 Academic Press Limited。 [参考:7]

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