孙新阳, 杨维国, 王萌, 王亚, 谢桥漾, 安鹏. 剪切变形下橡胶支座压缩刚度比分析研究[J]. 工程力学, 2017, 34(1): 58-68. DOI: 10.6052/j.issn.1000-4750.2015.08.0704
引用本文: 孙新阳, 杨维国, 王萌, 王亚, 谢桥漾, 安鹏. 剪切变形下橡胶支座压缩刚度比分析研究[J]. 工程力学, 2017, 34(1): 58-68. DOI: 10.6052/j.issn.1000-4750.2015.08.0704
SUN Xin-yang, YANG Wei-guo, WANG Meng, WANG Ya, XIE Qiao-yang, AN Peng. COMPRESSION STIFFNESS RATIO OF RUBBER BEARINGS UNDER SHEAR DEFORMATION[J]. Engineering Mechanics, 2017, 34(1): 58-68. DOI: 10.6052/j.issn.1000-4750.2015.08.0704
Citation: SUN Xin-yang, YANG Wei-guo, WANG Meng, WANG Ya, XIE Qiao-yang, AN Peng. COMPRESSION STIFFNESS RATIO OF RUBBER BEARINGS UNDER SHEAR DEFORMATION[J]. Engineering Mechanics, 2017, 34(1): 58-68. DOI: 10.6052/j.issn.1000-4750.2015.08.0704

剪切变形下橡胶支座压缩刚度比分析研究

COMPRESSION STIFFNESS RATIO OF RUBBER BEARINGS UNDER SHEAR DEFORMATION

  • 摘要: 为了研究不同截面形状橡胶支座在剪切变形下的压缩刚度,该文分别基于双弹簧模型与有效面积模型推导了四种截面形状(环形、圆形、方形及矩形)支座的压缩刚度比公式,然后采用ABAQUS建立七个支座有限元模型,结合已有的支座压缩及剪切试验,验证所建立的有限元模型能够准确模拟橡胶支座的实际受力情况,在此基础上,结合理论模型对比分析了不同支座的压缩性能。分析结果表明:压缩及剪切试验中,支座刚度计算值与试验值相差均在5%以内;支座压缩刚度比只与剪切变形与截面惯性半径比值有关,与截面形状及截面尺寸大小无关;该文建立的模型及拟合刚度比公式能够有效模拟橡胶支座在不同剪切变形下的压缩刚度变化情况。

     

    Abstract: To study the compression stiffness of rubber bearings with different sectional shapes under shear deformation, the compression stiffness ratio formulas of bearings with four sectional shapes (annular, round, square and rectangular) based on the two-spring model and effective area model are derived. Seven finite element models are established with ABAQUS. The validity of the models is verified by comparing existing compression tests and shear tests with finite element model results. On this basis, the compression performance of various rubbers are analyzed by combining with theoretical models. The results show that in compression and shear test, the error of stiffness between calculated and experimental values are within 5%. The compression stiffness ratio of bearing is only related to the ratio of the shear deformation to the inertia radius of section, and it has nothing to do with the shape and size of the section. The model and the fitting stiffness ratio formula in this paper can effectively simulate the compression stiffness of rubber bearings under different levels of shear deformation.

     

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