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Preliminary analysis of the peaks of strong earthquake ground motion—dependence of peaks on earthquake magnitude, epicentral distance, and recording site conditions

机译:初步分析强地震地震动的峰值-峰值与地震震级,震中距离和记录地点条件的关系

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摘要

Analyses of peak amplitudes of strong earthquake ground motion have been carried out with the emphasis on their dependence on earthquake magnitude, epicentral distance, and geological conditions at the recording site. Approximate empirical scaling functions have been developed which, for a selected confidence level, yield an estimate of an upper bound of peak accelerations, velocities, and displacements. The parameters in these scaling functions have been computed by least-squares fitting of the recorded data on peak amplitudes which are now available for a range of epicentral distances between about 20 and 200 km and are representative for the period from 1933 to 1971 in the Western United States.ududThe possibility of extrapolating the derived scaling laws to small epicentral distances where no strong-motion data are currently available has been tested by comparing predicted peak amplitudes with related parameters at the earthquake source. These source parameters (average dislocation and stress drop) can be derived from other independent studies and do not contradict the inferences presented in this paper. It has been found that for an approximate 90 per cent confidence level the presently available data suggest that peak accelerations, velocities, and displacements at the fault and for the frequency band between 0.07 and 25 Hz probably do not exceed about 3 to 5 g, 400 to 700 cm/sec, and 200 to 400 cm, respectively.ududThe logarithms of the peaks of strong ground motion seem to depend in a linear manner on earthquake magnitude only for small shocks. For large magnitudes this dependence disappears gradually and maximum amplitudes may be achieved for M ≈ 7.5. The influence of geological conditions at the recording site appears to be insignificant for peak accelerations but becomes progressively more important for peaks of strong-motion velocity and displacement.
机译:进行了强烈地震地震动峰值幅度的分析,重点在于它们对地震强度,震中距离和记录现场地质条件的依赖性。已经开发出近似经验比例函数,对于选定的置信度,可以得出峰值加速度,速度和位移的上限的估计值。这些缩放函数中的参数是通过对峰振幅的记录数据进行最小二乘拟合来计算的,这些峰振幅现在可用于约20至200 km的震中距离范围,并代表了1933年至1971年的西方时期美国。 ud ud通过将预测的峰值振幅与地震源处的相关参数进行比较,已经测试了将推导定标律外推到当前尚无强运动数据的小震中距离的可能性。这些源参数(平均位错和应力降)可以从其他独立研究中得出,与本文提出的推论没有矛盾。已经发现,对于大约90%的置信度,目前可用的数据表明,在断层处以及0.07至25 Hz之间的频带,峰值加速度,速度和位移可能不超过3至5 g,400分别达到700厘米/秒和200到400厘米。 ud ud强烈的地面运动峰值的对数似乎仅在小震时才与地震震级呈线性关系。对于大幅度,这种依赖性逐渐​​消失,对于M≈7.5,可以达到最大幅度。记录位置的地质条件的影响对于峰值加速度似乎微不足道,但对于强运动速度和位移峰值而言,其影响逐渐变得越来越重要。

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    Trifunac M. D.;

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  • 年度 1976
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