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Quantification of response spectra of pulse-like near-fault ground motions

机译:脉冲状近断层地震动响应谱的量化

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This study aims to quantify the acceleration and displacement response spectra of pulse-like near-fault ground motions, which can be further employed to derive the seismic force demands of a structure system or structural member. The spectra are computed based on a set of pulse type ground motions, and the spectral shapes are derived by normalizing the spectra with the spectral values at the pulse periods. The normalized spectral values exhibit very small variations at periods larger than the pulse period but very large dispersions at periods shorter than the pulse periods. In a bi-normalization coordinate, an empirical function is developed for simulating the normalized spectral shape, in which the damping effect is included. Moreover, another empirical function for estimating the spectral value at the pulse period is constructed. The two-step procedure finally leads to a function for estimating acceleration spectral values based on the structural period, structural damping and pulse period of ground motion. The displacement spectra of high damping systems are further developed by employing the damping modification factors for acceleration and displacement spectra. On average, the spectra estimated by the proposed model are in agreement with the true spectra. Combined with the prediction of key parameters of ground motions in near-fault zones, the proposed record-based spectral model is expected to produce a design spectrum better than code-based design spectra.
机译:这项研究的目的是量化脉冲状近断层地震动的加速度和位移响应谱,可将其进一步用于得出结构系统或结构构件的地震力需求。基于一组脉冲类型的地面运动来计算频谱,并通过使用脉冲周期处的频谱值对频谱进行归一化来得出频谱形状。归一化频谱值在大于脉冲周期的周期内显示非常小的变化,但在小于脉冲周期的周期内显示非常大的色散。在双归一化坐标系中,开发了用于模拟归一化光谱形状的经验函数,其中包括了阻尼效应。此外,构造了另一种用于估计脉冲周期的频谱值的经验函数。两步过程最终导致一个函数,该函数用于根据地面运动的结构周期,结构阻尼和脉冲周期来估算加速度频谱值。通过将阻尼修正因子用于加速度和位移谱,可以进一步开发高阻尼系统的位移谱。平均而言,所提出的模型估计的光谱与真实光谱一致。结合对近断层带地震动关键参数的预测,所提出的基于记录的频谱模型有望产生比基于代码的设计频谱更好的设计频谱。

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