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原文传递 Numerical Investigation of Constitutive Equation of Generalized Three-dimensional Kelvin Model
题名: Numerical Investigation of Constitutive Equation of Generalized Three-dimensional Kelvin Model
正文语种: 中文
作者: LI Ling-lin HUANG Xiao-ming ZHU a-yong
作者单位: Hefei University of Technology, School of Transportation Engineering, nhui 230009;Southeast University, School of Transportation, Jiangsu 210018 Southeast University, School of Transportation, Jiangsu 210018 Hefei University of Technology, School of ivil Engineering, nhui 230009
关键词: generalized three-dimensional Kelvin model numerical solution consistent tangent modulus
摘要:   This paper deals with the numerical implementation of constitutive equation for isotropic viscoelastic asphalt mixture.Firstly the constitutive relations of the generalized three-dimensional Kelvin model are deduced and the discretization of them in deviator and spherical tensor fields are given, respectively.Then the consistent tangent modulus and other coefficient matrix used to calculate the updated stress matrix are achieved by exact linearization of the algorithm.The scheme is highly efficient, since no local iteration procedure is required.The resulting integration algorithm is unconditionally stable and the consistent tangent operator is symmetric.Finally, the proposed numerical method is evaluated with a numerical example and the numerical solutions are in good agreement with the closed-form ones.
会议日期: 20150920
会议举办地点: 重庆
会议名称: 国际道路联盟中国研讨会暨中国公路学会2015年学术年会
出版日期: 2015-09-20
母体文献: 国际道路联盟中国研讨会暨中国公路学会2015年学术年会论文集
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