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Vibrations of square and circular foundations with concentric openings on elastic half space

机译:具有弹性半空间上同心开口的方形和圆形地基的振动

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A study on the dynamic characteristics of rigid foundations with special geometries such as square or circular with concentric internal holes, is presented. The foundations are resting on a homogeneous, linear elastic halfspace and are subjected to external forces or seismic wave excitation. Both 'relaxed' and 'non-relaxed' boundary conditions at the interface between the foundation and the halfspace are considered, and several parametric studies are conducted to assess the influence of either type of boundary conditions upon each of the possible modes of vibration. Results for massive and massless foundations are presented in time and frequency domains for impulsive and harmonic excitations, respectively. A time domain boundary element method (BEM) developed by the authors for the solution of a class of 3-D soil-structure interaction (SSI) problems is used for all the analyses reported in this work. The accuracy and efficiency of the method and the BEM models developed in this work are assessed on the basis of comparison studies with published results.
机译:提出了一种具有特殊几何形状的刚性基础的动力特性的研究,例如具有同心内孔的正方形或圆形。基础位于均匀的线性弹性半空间上,并受到外力或地震波的激励。在基础和半空间之间的界面上考虑了“松弛”和“非松弛”边界条件,并进行了一些参数研究,以评估两种边界条件对每种可能的振动模式的影响。大规模和无质量基础的结果分别在时域和频域中给出了脉冲和谐波激励的结果。作者为解决一类3-D土-结构相互作用(SSI)问题而开发的时域边界元方法(BEM)用于此项工作中报告的所有分析。本方法开发的方法和BEM模型的准确性和效率是根据比较研究和已发表的结果进行评估的。

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