首页> 外文期刊>Bulletin of the Seismological Society of America >Monitoring a Building Using Deconvolution Interferometry. II: Ambient- Vibration Analysis
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Monitoring a Building Using Deconvolution Interferometry. II: Ambient- Vibration Analysis

机译:使用反卷积干涉术监控建筑物。 II:环境振动分析

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摘要

Application of deconvolution interferometry to earthquake data recorded inside a building is a powerful technique for monitoring parameters of the building, such as velocities of traveling waves, frequencies of normal modes, and intrinsic attenuation. In this study, we apply interferometry to ambient-vibration data, instead of using earthquake data, to monitor a building. The time continuity of ambient vibrations is useful for temporal monitoring. We show that, because multiple sources simultaneously excite vibrations inside the building, the deconvolved waveforms obtained from ambient vibrations are nonzero for both positive and negative times, unlike the purely causal waveforms obtained from earthquake data. We develop a string model to qualitatively interpret the deconvolved waveforms. Using the synthetic waveforms, we find the traveling waves obtained from ambient vibrations propagate with the correct velocity of the building, and the amplitude decay of the deconvolved waveforms depends on both intrinsic attenuation and ground coupling. The velocities estimated from ambient vibrations are more stable than those computed from earthquake data. Because the acceleration of the observed earthquake records varies depending on the strength of the earthquakes and the distance from the hypocenter, the velocities estimated from earthquake data vary because of the nonlinear response of the building. From ambient vibrations, we extract the wave velocity due to the linear response of the building.
机译:将反卷积干涉术应用于建筑物内部记录的地震数据是一种用于监视建筑物参数(例如行波速度,法向频率和固有衰减)的强大技术。在这项研究中,我们将干涉测量法应用于环境振动数据,而不是使用地震数据来监视建筑物。环境振动的时间连续性对于时间监控很有用。我们表明,由于多个源同时激发了建筑物内部的振动,因此与从地震数据获得的纯因果波形不同,从环境振动获得的解卷积波形在正和负时间均为非零。我们开发了一个字符串模型来定性地解释解卷积的波形。使用合成波形,我们发现从环境振动中获得的行波以正确的建筑物速度传播,并且解卷积波形的振幅衰减取决于固有衰减和地面耦合。根据环境振动估计的速度比根据地震数据计算的速度更稳定。由于观测到的地震记录的加速度会根据地震的强度和距震源的距离而变化,因此由于建筑物的非线性响应,根据地震数据估算的速度也会变化。根据建筑物的线性响应,从环境振动中提取波速。

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