Dynamic response of buried pipelines in sandy foundations subject to near-fault pulse-type seismic loading
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摘要: 近断层脉冲型地震作用下饱和砂土液化会加剧埋地管道的上浮和破坏,严重威胁埋地管道的长期安全运行。为探究近断层脉冲地震作用下埋地管道的动力响应,基于谱−随机函数方法,提出了一种生成非平稳近断层地震动时程的方法;基于生成的近断层脉冲型地震动,系统研究了近断层脉冲地震作用下砂土地基埋地管道的液化机理和动力响应,分析了与非脉冲地震动作用下埋地管道动力响应的差异。结果表明:合成的含有低频脉冲的地震动能够有效模拟近断层地震动的脉冲特征;在地震作用下,孔隙水压力上升、土体有效应力丧失致使土壤液化引发管道漂移、上浮;与非脉冲地震动相比,近断层脉冲型地震动对管道的动力响应影响更大,对管道的危害大,严重威胁管道的安全运行。Abstract: The liquefaction of saturated sandy soil under the influence of near-fault pulse seismic loading exacerbates the buoyancy and destruction of buried pipelines, posing a serious threat to their long-term safe operation. To investigate the dynamic response of buried pipelines under near-fault pulse seismic loading, this paper proposes a method for generating non-stationary near-fault seismic motion time histories based on the spectral-stochastic function method. Based on the generated near-fault pulse seismic motion, the liquefaction mechanism and dynamic response of buried pipelines in sandy soil foundations under near-fault pulse seismic loading are systematically studied, and the differences from the dynamic response of buried pipelines under non-pulse seismic loading are analyzed. The results show that the synthesized seismic motion containing low-frequency pulses can effectively simulate the pulse characteristics of near-fault seismic motion; under seismic loading, the rise in pore water pressure and the loss of effective stress in the soil lead to soil liquefaction, causing pipeline drift and buoyancy. The pulse-type seismic loading has a greater impact on the dynamic response of the pipeline, causing greater damage and posing a serious threat to the safe operation of the pipeline.
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Key words:
- near-fault pulse seismic loading /
- buried pipeline /
- liquefaction /
- numerical simulation
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表 1 合成近断层脉冲型地震动的随机变量
Table 1. Random variables for synthetic pulsed ground motion
参数 分布 均值 标准差 $ T\mathrm{_P} $ 正态 6.75 2.56 $ \sigma_{\ln\mathrm{PGV}} $ 正态 0 0.29 $ T\mathrm{_{\rm{Pk}}} $ 正态 27.8 3.1 v 正态 1.94 2.58 $ N\mathrm{_c} $ 对数正态 0.74 0.24 表 2 计算模型参数
Table 2. Calculate model parameters
材
料弹性模量/MPa 泊松比 密度/(kg·m−3) 黏聚力/kPa 内摩擦角/(°) 土体 27 0.35 2000 0 35 管道 43.6 0.25 2700 -
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