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Dynamic Response of a Hemispherical Foundation Embedded in an Elastic Half-Space

机译:嵌入弹性半空间中的半球形基础的动力响应

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The dynamic response of a massless rigid hemispherical foundation embedded in an uniform homogeneous elastic half-space is considered in this study. The foundation is subjected to an external forces, moments, plane harmonic P and SH waves, respectively. The series solutions are constructed by three sequences of Lamb's singular solutions which satisfy the traction free conditions on ground surface and radiation conditions at infinity, automatically, and their coefficients are determined by the boundary conditions along the soil-foundation interface in the least square sense. The fictitious eigen-frequencies, which arise i nintegral equaiton method will not appear in the numerical calculation by the proposed method. The impedance functions which characterize the response of the foundation to external harmonic forces and moments at low and intermediate frequencies are calculated and the translational and rocking responses of the fondation when subjected ot plane P and SH waves are also presented and discussed in detail.
机译:本研究考虑了嵌入均匀均匀弹性半空间中的无质量刚性半球形基础的动力响应。基础分别承受外力,力矩,平面谐波P和SH波。序列解由Lamb奇异解的三个序列组成,这些序列分别满足地表上的自由牵引条件和无穷远处的辐射条件,并且其系数由沿着土-基础界面的边界条件(最小二乘)确定。在积分等式方法中产生的虚拟特征频率不会出现在所提出方法的数值计算中。计算了表征基础对低频和中频外部谐波力和力矩的响应的阻抗函数,并详细介绍了在平面P和SH波作用下该变形的平移和摇摆响应。

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