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Growth of a Void in a Rubber Rectangular Plate under uniaxial Extension
作者姓名:任九生  程昌钧  尚新春
作者单位:[1]InstituteofAppliedMathematicsandMechanics,andDepartmentofMechanics,ShanghaiUniversity,Shanghai200072,China [2]DepartmentofMathematicsandMechanics,UniversityofScienceandTechnologyBe
基金项目:theNationalNaturalScienceFoundationofChina( 1980 2 0 2 1)
摘    要:The finite deformation and stress analyses for a rectangular plate with a center void and center void and made of rubber with the Yeoh elastic strain energy function under uniaxial extension were studied in this paper.An approximation solution was botained from the minimum potential energy principle.The num,erical results for the growth of the cavitation and stresses along the edge of the cavitation were discussed.In addition,the stress concentration phenomenon was considered.

关 键 词:橡胶材料  橡胶平板  单轴向拉伸  空隙生长
收稿时间:21 December 2000

Growth of a void in a rubber rectangular plate under uniaxial extension
Jiu-sheng Ren Ph. D. Candidate,Chang-jun Cheng,Xin-chun Shang.Growth of a Void in a Rubber Rectangular Plate under uniaxial Extension[J].Journal of Shanghai University(English Edition),2001,5(3):177-182.
Authors:Jiu-sheng Ren Ph D Candidate  Chang-jun Cheng  Xin-chun Shang
Institution:1. Institute of Applied Mathematics and Mechanics, and Department of Mechanics, Shanghai University,
2. Department of Mathematics and Mechanics, University of Science and Technology Beijing,
Abstract:The finite deformation and stress analyses for a rectangular plate with a center void and made of rubber with the Yeoh elastic strain energy function under uniaxial extension were studied in this paper. An approximation solution was obtained from the minimum potential energy principle. The numerical results for the growth of the cavitation and stresses along the edge of the cavitation were discussed. In addition, the stress concentration phenomenon was considered.
Keywords:rubber rectangular plate  finite deformation  Yeoh strain energy function  potential energy principle  growth of void
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