脆弱性
模糊逻辑
护盾
增量动力分析
地质学
岩土工程
概率逻辑
流离失所(心理学)
结构工程
工程类
地震荷载
可靠性(半导体)
地震分析
非线性系统
离心机
地震动
峰值地面加速度
加速度
算法的概率分析
地震波
电流(流体)
地震工程
作者
Yingyi Pan,Xiaoyu ZHANG,Hai Liu,Jie Cui
标识
DOI:10.1139/cgj-2025-0269
摘要
Accurate seismic fragility analysis is essential for ensuring the post-earthquake safety of shield tunnels in liquefiable strata. Current fragility methodologies predominantly adopt empirically selected ground motion intensity measures (IMs) and single damage measures (DMs), while overlooking uncertainties stemming from sampling insufficiency and inhomogeneity. This study presents an advanced fragility analysis framework to systematically address these limitations. Initially, a computational model of a shield tunnel in liquefiable strata is developed and validated through experimental and theoretical simulations. Subsequently, fuzzy probabilistic seismic demand models (FPSDMs) are established considering uncertainties in model parameters based on nonlinear dynamic analysis results. Progressing to the fuzzy decision-making phase, an approach integrating fuzzy analytic hierarchy process (FAHP) and fuzzy technique for order preference by similarity to ideal solution (FTOPSIS) is implemented to quantitatively determine the optimal IM. Finally, multi-dimensional fragility analysis is conducted, using the DMs reflecting tunnel deformation and uplift. The results reveal that Sustained Maximum Velocity (SMV), as the optimal IM, produces more conservative estimates of tunnel damage probability than the conventional IM, Peak Ground Acceleration (PGA). Moreover, the implementation of multi-dimensional fragility analysis incorporating dual DMs yields significantly improved reliability in seismic risk assessment.
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