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总结胶接接头的标准单元模拟方法,建立接头相应的有限元模型,将各种接头的有限元计算刚度与试验刚度进行对比分析。研究结果表明:弹簧单元模拟精度最高,但建模效率较低;实体单元建模效率较高,但模拟精度不及弹簧单元。该结论为胶接结构有限元分析提供一定的参考价值。
Abstract:Standard element simulation methods of adhesive joint were summarized. The corresponding finite element model of the joint was established,and finite element calculated stiffness and the experimental stiffness of various joints were compared. The research results showed that the simulation accuracy of spring element was the highest,but the modeling efficiency was low;the modeling efficiency of solid element was relatively high,but the simulation accuracy was lower than that of spring element. This conclusion provided the reference for finite element analysis of adhesive structure.
[1]赵波.胶接接头强度解析分析[M].北京:国防工业出版社,2012.
[2]那景新,秦国锋,范以撒,等.一种客车侧窗的粘接强度校核方法[J].中国公路学报,2017,30(4):152-158.
[3]王树鑫,尚新龙,鞠苏,等.复合材料/金属胶接结构研究进展及发展趋势[J].玻璃钢/复合材料,2017(11):
[4] 9谭5-伟1.0 0车.身胶接结构力学性能测试方法研究[D].长春:吉林大学,2018.
[5] NEEDLEMAN A.A continuum model for void nucleation by inclusion bonding[J].Journal Applied Mechanics,1987,54(3):525-531.
[6] PEARSON T,MOTTRAM J. A finite element modelling methodology for the non-linear stiffness evaluation of adhesively bonded joints:Part 2. Novel shell mesh to minimize analysis time[J].Computers and Structures,2012:90-91(1):76-88.
[7] BARKER R M,HATT F. Analysis of bonded joints in vehicular structures[J].AIAA Journal,1973,11(12):1650-1654.
[8] GON C,MOUR F S,DE C. A three-dimensional finite element model for stress analysis of adhesive joints[J].International Journal of Adhesion&Adhesives,2002,22(5):357-365.
[9]王玉奇.铝合金单搭粘接接头界面端奇异性及强度研究[D].昆明:昆明理工大学,2016.
[10] WAGNER D A.FEA(finite element analysis)modeling for body-in-white adhesive[J].SAE Transactions,1996,105(2):
[11] S7T00E-ID70L4E.R S M,BONDE N,LJUNGQUIST H. Validation of structural adhesives in crash applications[C].SAE 2003World Congress&Exhibition,2003.
[12] YAGAM N,DAS S. Finite element modeling of adhesive joint behavior for automotive applications[C]. SAE 2006World Congress&Exhibition,2006.
[13] CASTAGNETTI D,DRAGONI E. Efficient stress analysis of adhesively bonded joints by finite element techniques[C].ASEM 8th Biennial Conference on Engineering Systems,
[14] 2C0A0S6T.AGNETTI D,DRAGONI E. Standard finite element techniques for efficient stress analysis of adhesive joints[J].International Journal of Adhesion&Adhesives,2009,29(2):125-135.
[15]谭婉萍,张晓明.粘接工艺在客车应力蒙皮上的应用[J].客车技术与研究,2000,41(4):33-34.
[16]赵波,陈娜娜,刘少权.常用连接结构在简化有限元模型中的模拟方法[J].数学建模及应用,2016,5(1):9-17.
[17]全国胶粘剂标准化技术委员会.GB/T 7124—1986胶粘剂拉伸剪切强度测定方法(金属对金属)[S].北京:中国标准出版社,2008.
[18] OWEN J F P,PEARL L S. Stiffness behaviour due to fracture in adhesively bonded composite-to-aluminum joints I:Theoretical model[J]. International Journal of Adhesion&Adhesives,2000,20(1):39-45.
[19] OWEN J F P,PEARL L S. Stiffness behaviour due to fracture in adhesively bonded composite-to-aluminum joints II:Experimental[J]. International Journal of Adhesion&Adhesives,2000,20(1):47-58.
基本信息:
DOI:10.13416/j.ca.2020.01.006
中图分类号:TG49;TB115
引用信息:
[1]何文信,饶思贤.胶接接头有限元模拟方法研究[J].中国胶粘剂,2020,29(01):27-31.DOI:10.13416/j.ca.2020.01.006.
基金信息:
安徽省自然科学基金资助项目(KJ2016SD09,1908085ME148)