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Damping modification factor for the vertical seismic response spectrum: A study based on Japanese earthquake records

机译:垂直地震响应谱的阻尼修正因子:基于日本地震记录的研究

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This paper aims to establish a regional (Japanese) damping modification model for scaling the 5%-damped vertical seismic response spectra to other damping ratios. In doing so, 3198 strong vertical ground motion (VGM) records are selected from the Japanese seismic database, and their linear elastic response spectra are computed by the Newmark-βalgorithm. Taking the 5%-damped vertical response spectra as benchmarks, the vertical spectral damping modification factors (DMFV) forζ(damping ratio) = 0.5%, 1%, 2%, 3%, 4%, 6%, 7%, 8%, 9%, 10%, 12.5%, 15%, 17.5%, 20%, 25%, 30%, 35% and 40% are calculated. For structural design purpose, theDMFVs of both the vertical pseudo acceleration response spectra and the vertical absolute acceleration response spectra are calculated. TheDMFVspectra have their peaks (forζ  5%) or valleys (forζ  5%) atT = 0.12 s (hereTindicates spectral period), and their values get farther away from unity as earthquake magnitude or VGM epicenter distance increases. The effect of earthquake hypocenter depth, local site condition (represented by Vs30) and peak ground acceleration onDMFVgenerally shows no pattern. For eachζ, the meanDMFV-lgTcurves are simulated by highly accurate piecewise functions. Moreover, it is revealed that the normal distribution model is feasible for representing the probabilistic properties ofDMFV, especially in the short-to-medium period region where the skewness of theDMFVdistribution is not quite pronounced. The standard deviations ofDMFVare modeled by piecewise functions as well, yet it is emphasized that the variation of a damping-scaled spectral ordinate is jointly controlled by the probabilistic properties ofDMFVand the uncertainties of the 5%-damped spectral ordinates.
机译:本文旨在建立一个区域(日本)阻尼修正模型,以将5%阻尼的垂直地震响应谱缩放到其他阻尼比。为此,从日本地震数据库中选择了3198个强垂直地面运动(VGM)记录,并通过Newmark-β算法计算了它们的线性弹性响应谱。以5%阻尼的垂直响应谱为基准,ζ(阻尼比)的垂直谱阻尼修改因子(DMFV)= 0.5%,1%,2%,3%,4%,6%,7%,8%分别计算了9%,10%,12.5%,15%,17.5%,20%,25%,30%,35%和40%。为了结构设计的目的,计算了垂直伪加速度响应谱和垂直绝对加速度响应谱的DMFV。 DMFV谱在T = 0.12 s(此处表示频谱周期)处具有峰值(ζ<5%)或谷(ζ> 5%),并且随着地震幅度或VGM震中距离的增加,其值越来越远离单位。地震震源深度,局部场地条件(用Vs30表示)和地面峰值加速度对DMFV的影响通常没有显示出规律。对于每个ζ,均通过高精度的分段函数来模拟均值DMFV-lgT曲线。此外,揭示了正态分布模型对于表示DMFV的概率性质是可行的,尤其是在DMFV分布偏度不太明显的中短期区域。 DMFV的标准偏差也通过分段函数建模,但是需要强调的是,阻尼标度的光谱纵坐标的变化由DMFV的概率性质和5%阻尼的光谱纵坐标的不确定性共同控制。

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