复杂地形场地上多维多点地震动模拟研究

田利,盖霞

振动与冲击 ›› 2016, Vol. 35 ›› Issue (14) : 195-201.

PDF(2016 KB)
PDF(2016 KB)
振动与冲击 ›› 2016, Vol. 35 ›› Issue (14) : 195-201.
论文

复杂地形场地上多维多点地震动模拟研究

  • 田利,盖霞
作者信息 +

Study on Multi-support and Multi-dimensional Ground Motions in Complicated Terrain Area

  • Tian Li, Gai Xia
Author information +
文章历史 +

摘要

本文研究了复杂地形场地上多维多点地震动的模拟。将基岩加速度反应谱转换成相应的功率谱,介绍了多土层多维地震波的传播理论和基岩相干函数的选取。利用基岩功率谱与相干函数,给出了复杂地形场地上多维多点地震动的模拟方法。针对一算例进行分析,得到了非同类多土层复杂地形场地上的三个点地震动加速度时程曲线、功率谱以及不同分量的放大函数,通过比较功率谱和相干函数的吻合程度,验证了研究成果的准确性。该研究成果可应用于复杂地形场地上大跨度结构的多维多点地震动的分析。

Abstract

The simulation of multi-support and multi-dimensional ground motions in a complicated terrain area is studied. The power spectrum on base rock is obtained from the acceleration response spectra. The wave propagation theory of multi-dimensional ground motions with multiple soil layers and the selection of coherence function on base rock are introduced. Using the power spectrum and the coherence function on base rock, the simulation method of multi-support and multi-dimensional ground motions in the complicated terrain area is carried out. According to the analysis of a calculation case, the time history curves and power spectra of three different points in the complicated terrain area with multiple soil layers are generated. The amplification functions of different components of seismic wave are shown. Through the comparison of the coincidence degree of the power spectra and the coherence function, the accuracy of results is verified. The research results could be applied to the seismic analysis of large span structures in complicated terrain areas.

关键词

多维多点地震动 / 波的传播理论 / 基岩功率谱 / 基岩相干函数 / 复杂地形场地

Key words

multi-support and multi-dimensional ground motions / theory of wave propagation / response spectra on base rock / coherence function on base rock / complicated terrain area

引用本文

导出引用
田利,盖霞. 复杂地形场地上多维多点地震动模拟研究[J]. 振动与冲击, 2016, 35(14): 195-201
Tian Li, Gai Xia. Study on Multi-support and Multi-dimensional Ground Motions in Complicated Terrain Area[J]. Journal of Vibration and Shock, 2016, 35(14): 195-201

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