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THE GROWTH OF THE VOID IN A HYPERELASTIC RECTANOULAR PLATE UNDERA UNIAXIAL EXTENSION
作者姓名:程昌钧  尚新春
作者单位:Cheng Changjun (Department of Mechanics. Lanzhou University,Lanzhou 730000. P. R. China)(Shanghai University; Shanghai Institute of Applied Mathematics and Mechanics,Shanghai 200072,P. R. China)Shang Xinchun (Department of Mechanics. Lanzhou University
摘    要:1.IntroductionInrecenttenyears,thevoidformationandgrowthinhyperelasticmaterialhaveattractedmoreandmoreattentionandinterest.Theearliertestsfoundthatthenucleationofthemicro-voidwouldbepossibleduringthestretchingdeformationinmaterandrubbermaterials.However,t…


THE GROWTH OF THE VOID IN A HYPERELASTIC RECTANOULAR PLATE UNDER A UNIAXIAL EXTENSION
Cheng Changjun.THE GROWTH OF THE VOID IN A HYPERELASTIC RECTANOULAR PLATE UNDERA UNIAXIAL EXTENSION[J].Applied Mathematics and Mechanics(English Edition),1997(7).
Authors:Cheng Changjun
Abstract:In the presenl paper. the finite deformation and stress analysis for a hyperelasticrectangular plate with a center void under a uniaxial extension is studied. In order toconsider the effect of the exijtence of the void on the deformation and stress of theplate, the problem is reduced to the deformation and stress analysis for a hyperelusticannular plate and its approximate solution is obtained from the minimum potentialenergy principle. The growth of the cavitation iS also nunterically computed andanalysed.
Keywords:hyperelastic rectangular plate  finite deformation  growth of void  variational principle
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