杨海天

个人信息Personal Information

教授

博士生导师

硕士生导师

性别:男

毕业院校:大连理工大学

学位:博士

所在单位:力学与航空航天学院

学科:固体力学. 计算力学. 工程力学

办公地点:力学楼-307

联系方式:0411-84708394

电子邮箱:haitian@dlut.edu.cn

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基于有限元-时域分段自适应算法的围岩衬砌耦合渐进分析

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论文类型:期刊论文

发表时间:2022-06-28

发表刊物:Chinese Journal of Solid Mechanics

卷号:41

期号:4

页面范围:352-365

ISSN号:0254-7805

关键字:"surrounding rock and linings; coupling analysis; asymptotic loading; temporally adaptive algorithm; finite element"

CN号:42-1250/O3

摘要:This study focuses on the interaction between linings and the surrounding rock,which is an important issue for safety analysis of tunnel structure.The effects of unreleased stress/displacement of rock and the impact of excavation are equivalently approximated as a kind of load varying with time asymptotically, and a finite element-temporally piecewise adaptive algorithm is presented for the coupling analysis of rock and linings with viscoelastic deformation.The variation of the whole interaction process with time is considered to be asymptotic,instead of instantaneous;and the process is divided into three stages by the excavation time and implementation time of primary and secondary linings.The computing domain changes at each stage,and the compatible conditions at the joints between different stages are proposed.A temporally-piecewise variable-separation technique and an adaptive computing process are employed in the proposed algorithm.By expanding all variables in a discretized time interval,a coupled spatial and temporal problem is decoupled into a series of spatial problems which are recursively solved by the FEM.By virtue of an adaptive computing process,steady computing accuracy of the displacement solution can be achieved with different step sizes.In addition,a numerical model is provided to determine the parameters with respect to the asymptotic load by solving an inverse problem of identification.Numerical examples are provided to verify the proposed approaches,and a good agreement is observed between the reference solutions given by the stress release method and the solutions by Abaqus.The proposed approach is a new effective mean for the coupling analysis of an asymptotic interaction process of rock and linings with viscoelastic deformation,which can provide an estimation of the structural response of rock and linings,and hopefully,can be used to optimize the implementation time of linings in consideration of engineering requirement.

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