[1]JIANG S Y, ZHENG Y J, ZHU H.A contact stiffness model of machined plane joint based on fractal theory[J].Journal of Tribology, 2010,132(1): 011401.
[2]BRAKE M R.An analytical elastic-perfectly plastic contact model[J].International Journal of Solids and Structures, 2012,49(22): 3129-3141.
[3]BRYANT M J, EVANS H P, SNIDLE R W.Plastic deformation in rough surface line contacts: a finite element study[J].Tribology International, 2012,46(1): 269-278.
[4]张学良,陈永会,温淑花,等.考虑弹塑性变形机制的结合面法向接触刚度建模[J].振动工程学报,2015,28(1): 91-99.
ZHANG Xueliang, CHEN Yonghui, WEN Shuhua, et al.The model of normal contact stiffness of joint interfaces incorporating elastoplastic deformation mechanism[J].Journal of Vibration Engineering, 2015,28(1): 91-99.
[5]张学良,范世荣,温淑花,等.基于等效横观各向同性虚拟材料的固定结合部建模方法[J].机械工程学报,2017,53(15): 141-147.
ZHANG Xueliang, FAN Shirong, WEN Shuhua, et al.Modeling method of fixed joint interfaces equivalent transversely isotropic virtual material[J].Journal of Mechanical Engineering, 2017,53(15): 141-147.
[6]ZHANG X L, WANG N S, LAN G S, et al.Tangential damping and its dissipation factor models of joint interfaces based on fractal theory with simulations[J].Journal of Tribology, 2014,136(1): 011704.
[7]杨红平,傅卫平,王雯,等.基于分形几何与接触力学理论的结合面法向接触刚度计算模型[J].机械工程学报,2013,49(1): 102-107.
YANG Hongping, FU Weiping, WANG Wen, et al.Calculation model of the normal contact stiffness of joints based on the fractal geometry and contact theory[J].Chinese Journal of Mechanical Engineering, 2013,49(1): 102-107.
[8]田红亮,刘芙蓉,方子帆,等.引入各向同性虚拟材料的固定结合部模型[J].振动工程学报,2013,26(4): 561-573.
TIAN Hongliang, LIU Furong, FANG Zifan, et al.Immovable joint surface’s model using isotropic virtual material[J].Journal of Vibration Engineering, 2013,26(4): 561-573.
[9]田红亮,赵美云,郑金华,等.新的柔性结合部法向接触刚度和接触阻尼方程[J].西安交通大学学报,2015,49(1): 118-126.
TIAN Hongliang, ZHAO Meiyun, ZHENG Jinhua, et al.New equations of normal contact stiffness and damping for flexible joint interface[J].Journal of Xi’an Jiaotong University, 2015,49(1): 118-126.
[10]王东,徐超.一种考虑粗糙结合面切向黏滑摩擦模型[J].机械工程学报,2014,50(13): 129-134.
WANG Dong, XU Chao.A tangential stick-slip friction model for rough interface[J].Journal of Mechanical Engineering, 2014,50(13): 129-134.
[11]李玲,蔡力钢,蔡安江,等.固定结合面切向接触刚度通用性建模方法[J].计算机集成制造系统, 2015,21(8): 2018-2115.
LI Ling, CAI Ligang, CAI Anjiang, et al.Universal modeling method for tangential stiffness of fixed joint interface[J].Computer Integrated Manufacturing Systems, 2015,21(8): 2018-2115.
[12]李玲,蔡安江,阮晓光,等.栓接结合部刚度建模与特性分析[J].振动工程学报, 2017,30(1): 1-8.
LI Ling, CAI Anjiang, RUAN Xiaoguang, et al.Stiffness modeling and characteristics analysis of bolted joint[J].Journal of Vibration Engineering, 2017,30(1): 1-8.
[13]蔡力钢,郝宇,郭铁能,等.螺栓结合面法向静态刚度特性提取方法研究[J].振动与冲击,2014,33(16): 18-23.
CAI Ligang, HAO Yu, GUO Tieneng, et al.Method of extracting normal static stiffness of bolted joint interfaces[J].Journal of Vibration and Shock, 2014,33(16): 18-23.
[14]SCHMIDT A, BOGRAD S, GAUL L.Measurement of join patch properties and their integration into finite-element calculations of assembled structures[J].Shock and Vibration, 2012,19(5): 1125-1133.
[15]董冠华,殷勤,刘蕴,等.基于模态分析理论的结合部动刚度辨识[J].振动与冲击,2017,36(20): 125-131.
DONG Guanhua, YIN Qin, LIU Yun, et al.A study on the identification of joints dynamic stiffness based on modal analysis [J].Journal of Vibration and Shock, 2017,36(20): 125-131.
[16]姜东,吴邵庆,史勤丰,等.基于薄层单元的螺栓连接结构接触面不确定性参数识别[J].工程力学,2015,32(4): 220-227.
JIANG Dong, WU Shaoqing, SHI Qinfeng, et al.Contact interface parameter identification of bolted joint structure with uncertainty using thin layer element method[J].Engineering Mechanics, 2015,32(4): 220-227.
[17]CHEN X Q, SHEN Z P, LIU X E.A PCA-based approach for structural dynamics model updating with interval uncertainty[J].Acta Mechanica Solida Sinica, 2019,32(1): 105-119.