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Near-fault fling-step ground motions: Characteristics and simulation

机译:近断层突跳地面运动:特性与仿真

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The presence of long-period pulses in the near-fault pulse-type ground motions increases the damage potential of such ground motions, particularly for the flexible structures like bridges. It is necessary to carry out nonlinear analyses of structural systems for ensuring their safety in the near-source regions. This study considers the simulation of fling-step motions under the assumption that a fling-step accelerogram can be decomposed into a pulse component and a component without any pulse. Fling-step pulses are extracted from a database of 20 recorded fling-step accelerograms through smoothening via the five-point moving average method and are baseline adjusted for zero velocity and permanent displacement at the end of the pulse time-window. The velocity waveform of these pulses is modelled by a mathematical function characterized by three parameters related to amplitude, duration and location of the pulse. The amplitude and duration parameters are proposed to be estimated for an anticipated motion in terms of the closest distance of site from the fault for a given magnitude and faulting mechanism, while the location parameter is proposed to be taken same as the location of peak ground acceleration in the non-pulse component. It is shown through a numerical study that the proposed method of simulation works well provided the amplitude parameter of the pulse is chosen with care.
机译:在近故障脉冲型地面运动中存在长周期脉冲会增加此类地面运动的潜在破坏力,尤其是对于诸如桥梁之类的柔性结构而言。有必要对结构系统进行非线性分析,以确保其在近源区域的安全性。这项研究在假设跳动加速度图可以分解为脉冲分量和无脉冲分量的前提下,考虑了跳步运动的仿真。通过五点移动平均法通过平滑处理从20张记录的步进加速度加速度图的数据库中提取步进脉冲,并在脉冲时间窗口结束时对零速度和永久位移进行基线调整。这些脉冲的速度波形由数学函数建模,该数学函数的特征在于与脉冲的幅度,持续时间和位置有关的三个参数。对于给定的幅度和断层机制,建议使用振幅和持续时间参数来估计预期运动,该距离和位置距断层的最近距离为距离,而建议采用的位置参数应与峰值地面加速度的位置相同在非脉冲分量中。通过数值研究表明,只要谨慎选择脉冲的幅度参数,所提出的仿真方法效果很好。

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