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橡胶-钢球支座刚度的有限元分析 被引量:1

Finite element analysis on stiffness of rubber-steel sphere bush
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摘要 通过非线性有限元方法对橡胶-钢球支座在轴向拉伸、扭转和弯曲的大变形载荷作用下的力学行为进行分析,得出支座的轴向刚度、扭转刚度和弯曲刚度与变形的关系。轴向刚度和弯曲刚度随着变形的增大而减小,扭转刚度随着变形的增大而增大,但总的来说,变化很小。 In this paper, nonlinear finite element method was used to analyze the mechanical behavior of a rubber-steel sphere bush subjected to axial tension, torsional and flexural large deformed load. The relationship between axial stiffness, torsional stiffness, flexural stiffness and deformation has been given. The results indicate that axial stiffness and flexural stiffness decrease as deformation increases, while torsional stiffness increases as deformation increases, but totally speaking, the difference is very small.
出处 《弹性体》 CAS 2008年第1期41-44,共4页 China Elastomerics
关键词 橡胶-钢球支座 轴向刚度 扭转刚度 弯曲刚度 非线性有限元 rubber-steel sphere bush axial stiffness torsional stiffness flexural stiffness nonlinear finite element method
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  • 1Gent A N, Park B. Compression of rubber layers bonded between two parallel rigid cylinders or between two rigid spberes[J]. Rubber Chemistry and Technology, 1986, 59 (1):77-83.
  • 2Gent A N, Hwang Y C. Elastic behavior of rubber layer bonded between two rigid spheres[J]. Rubber Chemistry and Technology, 1988,61: 630.
  • 3Yeoh O H. Relation between crack surface displacements and strain energy release rate in thin rubber sheets[J]. Mechanics of Materials, 2002,34(8) : 459-474.
  • 4Treloar L R G. Physics of rubber elasticity[M]. Oxford: University Press, 1975.
  • 5ANSYS, Inc. Ansys structural analysis guide[M]. SAS: IP Inc, 1999.

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