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Dynamics of Transversely Isotropic Layered Soil Ground: Part 2, The Boundary Conditions of Transversely Isotropic Layered Soil ground

机译:横观各向同性层状土的动力学:第二部分,横观各向同性层状土的边界条件

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摘要

In this paper, the formulas of three kinds of boundary conditions (i.e. fixed, damping and halfspace boundary conditions)for transversely isotropic stratified media are derived. The methods combining these boundary conditions with the discretizedalgebraic eigenvalue equations for generalized Rayleigh and Love waves have been given. The dynamic responses oftransversely isotropic soil ground with these different boundary conditions to vertical and horizontal harmonic concentratedloads are evaluated and compared with the theoretical solutions. The comparison clearly shows that the responses of themedia with damping and halfspace boundary conditions are close to the theoretical ones when the media are thick. But for thefixed boundary condition, only the responses of upper soil layers are close to theoretical ones when the soil ground is thick.The results of soil layers near the bottom of the ground for fixed boundary condition are much different from those fordamping and halfspace boundary conditions. According to the evaluation, the applicable ranges for these boundary conditionsare suggested.
机译:本文推导了横观各向同性分层介质的三种边界条件(即固定,阻尼和半空间边界条件)的公式。给出了将这些边界条件与离散化的代数特征值方程相结合的方法,用于广义瑞利波和洛夫波。评估了在这些边界条件不同的横向各向同性土层对竖向和水平谐波集中载荷的动力响应,并将其与理论解进行了比较。比较清楚地表明,当介质较厚时,介质在阻尼和半空间边界条件下的响应与理论响应接近。但是对于固定边界条件,当土壤厚时,只有上部土层的响应才接近理论响应。固定边界条件在地面底部附近土层的结果与阻尼和半空间边界条件的结果相差很大。 。根据评估,建议了这些边界条件的适用范围。

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  • 会议地点 Washington DC(US);Washington DC(US)
  • 作者

    Rong Chen; Songtao Xue;

  • 作者单位

    Department of Engineering Mechanics and Technology Tongji University Shanghai China Key Laboratory of Solid Mechanics of MOE Tongji University Shanghai China;

    Department of Engineering Mechanics and Technology Tongji University Shanghai China Department of Architecture School of Science and Engineering Kinki University Osaka City Japan Key Laboratory of Solid Mechanics of MOE Tongji University Shanghai China;

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