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基于三维有限元模型的纤维增强塑料-钢粘结接头界面性能参数研究

Parameter Study of Interfacial Capacities for FRP-Steel Bonded Joints Based on 3D FE Modeling.

作者信息

Liu Jie, Yuan Yu, Wang Libin, Liu Zhongxiang, Yang Jun

机构信息

College of Civil Engineering, Nanjing Forestry University, Nanjing 210037, China.

School of Transportation, Southeast University, Nanjing 210096, China.

出版信息

Materials (Basel). 2022 Nov 4;15(21):7787. doi: 10.3390/ma15217787.

Abstract

This paper investigated the stress distribution of an adhesive layer for GFRP-steel bonded joints under 22.48 kN tensile loading using a three-dimensional numerical simulation. Firstly, a stress analysis of three paths was conducted, and after comparison, path II (through the middle layer of the bonding layer) was adopted as the analyzing path. Furthermore, a systemically parametric study of the effects of the FRP stiffness (i.e., elastic modulus and thickness), bonding length, adhesive thickness, and adhesive modulus was conducted. For the joints with different FRP elastic moduli, the minimum value of normal peeling stress was calculated as -3.80 MPa by the FRP for 10 GPa, showing a significantly severe stress concentration of FRP for 10 GPa. An analysis of the von Mises stresses proved that the increase in FRP stiffness could reduce the stress concentration of the adhesive layer effectively. The study of the effect of bonding lengths indicated that a more uniform peeling stress distribution could result from the longest bonding size; the largest peeling stress of 6.54 MPa was calculated for a bonding length of 30 mm. Further parameter analysis showed that the stress concentration of the adhesive layer could be influenced by the FRP thickness, bonding thickness, and elastic modulus of the adhesive layer.

摘要

本文采用三维数值模拟方法,研究了GFRP-钢粘结接头在22.48 kN拉伸载荷下粘结层的应力分布。首先,对三条路径进行了应力分析,经比较后采用路径II(穿过粘结层中间层)作为分析路径。此外,还对纤维增强塑料(FRP)刚度(即弹性模量和厚度)、粘结长度、粘结剂厚度和粘结剂模量的影响进行了系统的参数研究。对于不同FRP弹性模量的接头,10 GPa的FRP计算出的法向剥离应力最小值为-3.80 MPa,表明10 GPa的FRP应力集中明显更严重。对冯·米塞斯应力的分析表明,FRP刚度的增加可有效降低粘结层的应力集中。粘结长度影响的研究表明,粘结尺寸最长时剥离应力分布更均匀;粘结长度为30 mm时计算出的最大剥离应力为6.54 MPa。进一步的参数分析表明,粘结层的应力集中会受到FRP厚度、粘结厚度和粘结层弹性模量的影响。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/9f49/9654099/ad6992f6cdb4/materials-15-07787-g001.jpg

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