地震动峰值位移和峰值速度对地下结构地震反应的影响

针对3类不同的典型场地条件下的单层双跨地铁车站结构,采用土-地下结构整体动力时程分析方法,分析了地震动水平输入时峰值位移和峰值速度差异对地下结构地震反应的影响。结果表明,地震动峰值速度差异对地下结构地震反应的影响,在硬土场地条件下较大,中硬场地条件下次之,软土场地条件下最小;地震动峰值位移差异对不同场地条件下的地下结构的地震反应无明显影响。     

福建地区中小地震地震动峰值衰减规律研究

基于福建省地震监测台网7个基岩台站1999——2007年获得的94次地震(ML=2.8——4.9,Delta;=13——462 km)的1974条宽频带速度记录, 利用实时仿真方法得到了相应的加速度记录, 进而利用不同的模型对数据进行回归分析, 获得了福建地区基岩场地中小地震峰值加速度和峰值速度的衰减关系, 并用2007年8月29日永春M4.6地震对该规律进行验证. 本文方法为速度资料研究地震动衰减规律提供了新的思路.      

四川地区地震动峰值衰减规律研究

基于四川省地震监测台网27个基岩台站,2008年5月12日——2008年6月10日105次地震（震级ML=4.0——6.4,震中距△=26——623km）的8505条宽频带速度记录,利用实时仿真方法得到了相应的加速度记录,进而对数据进行回归分析,获得了四川地区基岩场地中小地震峰值加速度和峰值速度的衰减关系,并用最近发生的一次4.8级地震对该规律进行了验证．通过四川台网的记录,提出了符合四川地质条件的衰减关系      

汶川8.0级地震峰值地震动特性研究

对汶川Ms8.0地震的加速度峰值进行统计和处理,得到加速度(PGA)与断层距的统计关系、等值线图以及地震三方向的三维加速度图.发现加速度峰值沿断层方向衰减较慢,沿其它方向衰减较快,断层距在100 km内衰减最快.大峰值的加速度基本位于断裂的两侧的狭长地带及沿断裂方向.用中国西部加速度衰减公式计算的加速度值与实际记录值进行比较,发现前者偏小并且衰减得快,可能与本次地震的断裂破裂机制和地质构造有关.     

地震动位移峰值对斜拉桥地震反应的影响

根据同一加速度反应谱拟合了加速度峰值相同、速度峰值相同、位移峰值不同的两组地震动时程。以大跨斜拉桥的三维模型为例，在以上两组时程的激励下，应用有限元立法，对斜拉桥的地震反应进行了分析。计算结果表明：在弹性阶段，地震动位移峰值时斜拉桥的动力响应影响不明显；但当结构进入弹塑性阶段时，在位移峰值较大的一组地震动激励下，桥梁的墩底弯矩和塔顶位移会有更大的响应。     

广西北流—广东化州MS 5.2级地震地震动峰值加速度特征

利用2019年10月12日广西北流—广东化州M_S5.2级地震中周边50个台站获取的强震动数据,经过基线校正、数字滤波后获得EW、NS、UD三方向的峰值加速度值,对数据的分析后表明:0～30 km范围内,3个方向的峰值加速度衰减明显。而震中距大于30km的峰值加速度中,大部分的峰值加速度大于东部强震区的峰值加速度衰减关系理论值,只有小部分垂向峰值加速度和个别的水平向峰值加速度小于东部强震区的衰减关系理论值。研究区3个方向的峰值加速度在震中西侧有多中心出现,且其连线成呈现近EW向。研究区断层对本次地震的峰值加速度衰减影响不明显。竖向峰值加速度与两个水平方向峰值加速度有超过1/3的比值大于0.65(35组/100组)。33组数据中只有3组数据的峰值加速度大于0.05g,具有工程设防意义。     

峰值速度和峰值位移对6层钢结构弹塑性地震反应影响的研究

深入揭示地震动峰值特性影响是推进地震动工程特性研究的有效手段。地震动峰值速度和峰值位移特性对结构弹塑性地震反应的影响规律尚需要探索。本文基于窄带时程叠加方法,人工合成具有相同加速度反应谱但峰值速度和峰值位移不同的4个序列地震动时程。其中第1、2序列地震动峰值速度为0.20 m/s,峰值位移分别为0.20 dm和0.40 dm,而第3、4序列地震动峰值位移为0.30 dm,峰值速度分别为0.15 m/s和0.30 m/s。将地震动峰值加速度分别标定至400 cm/s²和800 cm/s²,并以此作为输入开展建设地震观测系统的6层钢结构弹塑性地震反应分析,使得结构发生不同弹塑性地震反应,对比分析在不同序列地震动作用下层间位移角和延性系数等结构工程需求参数差别,探索峰值位移和峰值速度对结构弹塑性地震反应的影响规律。分析表明,在非线性反应阶段后,结构层间位移角和延性系数的变异系数随着输入地震动峰值的增加而增大,地震动峰值特性对结构层间位移角和延性系数等参数有一定影响,影响幅度随输入地震动增加而增大,且峰值速度较峰值位移的影响更为显著。在进行结构设计地...     

地震动参数对边坡地震响应的影响规律

选取了具有不同峰值加速度、频谱和持时的6组地震动加速度时程作为输入,基于有限元数值模拟方法建立了二维均质边坡有限元模型,模拟分析了不同地震动作用下边坡模型的加速度和位移响应,揭示了地震动峰值加速度、频谱和持时对土坡地震响应的影响作用及其规律.研究结果显示:地震动峰值加速度、频谱和持时对土坡地震响应均有显著的影响,其中,边坡坡脚处和坡肩处的变形位移随地震动峰值加速度、特征周期和持时的增大而增大,坡体临空面各点的峰值加速度放大系数呈现随输入地震动特征周期的增大而增大、随输入地震动峰值加速度的增大而减小的规律.研究结果可为地震作用下边坡稳定性设计及防治研究提供参考.      

地震有效峰值加速度与地震烈度相关性研究

利用2008年5月12日发生的汶川8·0级以及2008年8月30日凉山州会理县—攀枝花市间6·1级地震中获取的四川省境内的地震加速度记录数据,分析了有效峰值加速度（EPA）与加速度峰值（PGA）对比结果及加速度数据有效值与地震烈度的相关性。得出了有效峰值加速度（EPA）与烈度的相关性较之地震峰值加速度（PGA）与烈度的...     

地震动峰值的初步分析

本文提出了从水平面内任一方向强震记录提取随机地震动参数和建立其概率模型的方法,文中初步讨论了把该方法得到的基本数据应用于工程抗震的可行性和合理性。     

An investigation on the ground motion parameters and seismic response of underground structures

Peak ground acceleration (PGA), frequency content and time duration are three fundamental parameters of seismic loading. This study focuses on the seismic load frequency and its effect on the underground structures. Eight accelerograms regarding different occurred earthquakes that are scaled to an identical PGA and variation of ground motion parameters with ratio of peak ground velocity (PGV) to PGA, as a parameter related to the load frequency, are considered. Then, concrete lining response of a circular tunnel under various seismic conditions is evaluated analytically. In the next, seismic response of underground structure is assessed numerically using two different time histories. Finally, effects of incident load frequency and frequency ratio on the dynamic damping of geotechnical materials are discussed. Result of analyses show that specific energy of seismic loading with identical PGA is related to the seismic load frequency. Furthermore, incident load frequency and natural frequency of a system have influence on the wave attenuation and dynamic damping of the system.     

不同地震动参数与地震烈度相关性对比研究

本文以美国加州3次破坏性地震和2008年中国汶川Ms8.0地震中所获得的强震记录作为数据源,应用最小二乘法进行线性回归,得到了不同地震动参数与烈度间的相关性.统计发现,在地面加速度峰值、地面速度峰值等16种描述地震动强度的参数中,烈度识别正确率及相关性最好的两个参数分别是标准累积绝对速度和谱烈度.     

Numerical evaluation of slope topography effects on seismic ground motion

This paper presents results of numerical analyses for the seismic response of step-like ground slopes in uniform visco-elastic soil, under vertically propagating SV seismic waves. The aim of the analyses is to explore the effects of slope geometry, predominant excitation frequency and duration, as well as of the dynamic soil properties on seismic ground motion in a parametric manner, and provide qualitative as well as quantitative insight to the phenomenon. Among the main conclusions of this study is that this kind of topography may lead to intense amplification or de-amplification variability at neighboring (within a few tens of meters) points behind the crest of the slope, especially for high frequency excitations. Nevertheless, a general trend of amplification near the crest and de-amplification near the toe of the slope seems to hold for the horizontal motion. As a result of these two findings, it becomes evident that reliable field evidence of slope topography aggravation is extremely difficult to establish. Furthermore, this study highlights the generation of a parasitic vertical component of motion in the vicinity of the slope, due to wave reflections at the slope surface, that under certain preconditions may become as large as the horizontal. Criteria are established for deciding on the importance of topography effects, while approximate relations are provided for the preliminary evaluation of the topographic aggravation of seismic ground motion and the width of the affected zone behind the crest.     

Assessment of liquefaction potential based on peak ground motion parameters

Conventionally, evaluation of liquefaction potential of loose saturated cohesionless deposits as specified in Japanese design codes employs peak ground acceleration (PGA). However, recent large-scale earthquakes in Japan revealed that liquefaction at some sites did not occur even though large PGAs were recorded at or near these sites. As an alternative approach, an evaluation procedure based on peak ground motion parameters, i.e. incorporating both PGA and the peak ground velocity (PGV), is proposed. By performing parametric studies using one-dimensional seismic response analysis and formulating regression models, seismic-induced shear stresses within the deposit are expressed in terms of peak ground motion parameters at the surface, and these are used to calculate the factor of safety against liquefaction. Application to case histories in Japan indicates that the proposed two-parameter equation can adequately account for the occurrence and non-occurrence of liquefaction at various sites as compared to the conventional PGA-based approach. Moreover, analyses of several strong motion records at various sites show that liquefaction may occur when PGA≥150 gal and PGV≥20 kine, indicating that these values can serve as thresholds in assessing the possible occurrence of liquefaction.     

Estimation of seismic stress drop from the peak velocity of ground motion

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震源参数对强地面震动模拟结果的影响

基于运动学震源模型,进行了不同震源参数情形下强地面震动数值模拟.结果表明,不同的破裂过程会产生差别甚大的强地面运动分布,一次确定性震源参数的模拟结果不能作为活动断层地震危害性评价的指标,只有通过大量三维地震动场模拟计算,给出地面震动评估的统计结果,才是比较合理的发展方向.由于一次三维地震动场计算耗时很大,因此解决问题的关键是如何考虑合理的震源参数.     

Multi‐variable relations for soil effects on seismic ground motion

Soil effects on peak ground acceleration, velocity and elastic response spectra (5% damping) are expressed by simple approximate relations in terms of five key parameters: (a) the fundamental vibration period of the non‐linear soil, T_S, (b) the period of a bedrock site of equal thickness, T_b, (c) the predominant excitation period, Te, (d) the peak seismic acceleration at outcropping bedrock, a, and (e) the number of significant excitation cycles, n. Furthermore, another relation is proposed for the estimation of T_S in terms of the soil thickness H, the average shear wave velocity of the soil V?_S,o and a. The aforementioned parameters were first identified through a simplified analytical simulation of the site excitation. The multivariable approximate relations were then formulated via a statistical analysis of relevant data from more than 700 one‐dimensional equivalent‐linear seismic ground response analyses, for actual seismic excitations and natural soil conditions. Use of these relations to back‐calculate the numerical results in the database gives an estimate of their error margin, which is found to be relatively small and unbiased. The proposed relations are also independently verified through a detailed comparison with strong motion recordings from seven well‐documented case studies: (a) two sites in the San Fernando valley during the Northridge earthquake, and (b) five different seismic events recorded at the SMART‐1 accelerometer array in Taiwan. It is deduced that the accuracy of the relations is comparable to that of the equivalent‐linear method. Hence, they can be readily used as a quick alternative for routine applications, as well as for spreadsheet computations (e.g. GIS‐aided seismic microzonation studies) where numerical methods are cumbersome to implement. Copyright © 2003 John Wiley & Sons, Ltd.     

软土隧道基于地震响应的输入地震动排序

为探讨“最不利地震动”概念在地下结构抗震设计中的适用性,以软土地铁区间隧道为对象建立相应的地层-结构动力分析模型。以直径变形率为分析指标,基于动力时程方法研究18条不同输入地震动作用下隧道结构动力响应的分布及差异性,得出基于隧道地震响应的输入地震动排序,并通过调幅手段对比分析了地面峰值加速度（PGA）和隧道埋深变化对隧道结构地震动响应排序的影响规律。最后,评价了不同输入地震动参数,包括峰值加速度、峰值速度、峰值位移、绝对累积速度（CAV）和阿里亚斯（Arias）强度（I_A）与隧道地震响应之间的相关性。分析结果表明:① 随着PGA从0.5 m/s2增加到2 m/s2,地震动排序发生明显变化,并且不同输入地震动引起的隧道地震响应差异显著提高,最不利地震动引起的直径变形率与平均值的比值从1.1增加到1.9;② 隧道从浅埋到深埋的过程中,地震动排序结果基本保持不变;③ PGA为2 m/s2时,隧道地震响应与基岩面峰值速度（PBV）的相关性最好,相关系数达到0.94,其次是与基岩面峰值位移（PBD）和I_A,相关系数分别为0.62和0.48,相关性最差的是基岩面峰值加速度（PBA）和CAV,相关系数仅为0.37和0.22。研究结论可为今后软土隧道的输入地震动选择提供科学依据。      

基于地震动参数的结构易损性表达方法研究

用贝塔分布函数对给定烈度下结构各个破坏等级的概率分布进行了破坏比概率密度的拟合,以地震动峰值作为地震动参数,根据烈度和加速度峰值的对应关系以对数插值方式计算了在任意一个峰值加速度下结构破坏比的倍塔概率密度分布及各个破坏等级的概率,从而使结构易损性的表达方式由烈度-震害等级构成的二维阶跃性易损性矩阵转化为由地震动参数-破坏比概率密度函数或地震动参数-各破坏等级的概率来表达的方式.试算结果表明,这种转化方法是可行的.本文为震害预测和地震经济损失估计提供参考.