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一种用于大宽长比挠性板簧在大变形下的新型非线性空间柔顺模型方法。

A New Nonlinear Spatial Compliance Model Method for Flexure Leaf Springs with Large Width-to-Length Ratio under Large Deformation.

作者信息

Zhang Yin, Wu Jianwei, Pan Jiansheng, Yan Zhenzhuo, Tan Jiubin

机构信息

Centre of Ultra-Precision Optoelectronic Instrumentation Engineering, Harbin Institute of Technology, Harbin 150001, China.

Key Lab of Ultra-Precision Intelligent Instrumentation, Harbin Institute of Technology, Ministry of Industry and Information Technology, Harbin 150080, China.

出版信息

Micromachines (Basel). 2022 Jul 9;13(7):1090. doi: 10.3390/mi13071090.

Abstract

Flexure leaf spring (FLS) with large deformation is the basic unit of compliant mechanisms with large stroke. The stiffness along the non-working directions of FLSs with large width-to-length ratio (/) is high. The motion stability of the compliant mechanism based on this type of FLS is high. When this type of FLS is loaded along the width direction, the shear deformation needs to be characterized. Nevertheless, currently available compliance modeling methods for FLS are established based on Euler-Bernoulli beam model and cannot be used to characterize shear models. Therefore, these methods are not applicable in this case. In this paper, a new six-DOF compliance model for FLSs with large / is established under large deformation. The shear deformation along the width direction model is characterized based on the Timoshenko beam theory. The new constraint model and differential equations are established to obtain a high-precision compliance model expression for this type of FLS. The effects of structural parameters on the compliance of the FLS are analyzed. Finally, the accuracy of the model is verified both experimentally and by finite element simulation. The relative error between theoretical result and experiment result is less than 5%.

摘要

大变形挠性片簧(FLS)是大行程柔顺机构的基本单元。宽长比大的FLS在非工作方向上的刚度较高。基于此类FLS的柔顺机构运动稳定性较高。当此类FLS沿宽度方向加载时,需要对剪切变形进行表征。然而,目前可用的FLS柔顺性建模方法是基于欧拉-伯努利梁模型建立的,无法用于表征剪切模型。因此,这些方法在此情况下不适用。本文在大变形条件下建立了一种新的宽长比大的FLS六自由度柔顺性模型。基于铁木辛柯梁理论对沿宽度方向的剪切变形模型进行了表征。建立了新的约束模型和微分方程,以获得此类FLS的高精度柔顺性模型表达式。分析了结构参数对FLS柔顺性的影响。最后,通过实验和有限元模拟验证了模型的准确性。理论结果与实验结果的相对误差小于5%。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1d6d/9316556/d97748d907d2/micromachines-13-01090-g001.jpg

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