理论(学习稳定性)
面子(社会学概念)
极限(数学)
插值(计算机图形学)
极限分析
护盾
岩土工程
水洞
孔隙水压力
MATLAB语言
计算机模拟
工程类
计算机科学
结构工程
地质学
机械
数学
模拟
有限元法
机械工程
物理
数学分析
岩石学
社会科学
帧(网络)
机器学习
社会学
涡流
操作系统
作者
Guang‐Hui Chen,Jin-feng Zou,Yuancheng Guo,Zhihua Tan,Dan Shu
摘要
Abstract The face stability analysis of a longitudinally inclined shield tunnel using an analytical approach in water‐rich areas is still a research gap. To solve this face stability problem, a numerical simulation based on the FLAC3D is first conducted to calculate the seepage field behind the inclined tunnel face. An improved rotational failure mechanism is developed to make it possible to investigate the face stability of inclined tunnels using analytical approaches. In the framework of the kinematic approach of limit analysis, the limit support pressures and corresponding failure surfaces of the inclined tunnel face are determined to analyze the face stability issue. The interpolation tool (griddata) in MATLAB is adopted to involve the obtained numerical values of pore water pressures into the analysis of the stability issue. The analytical solutions obtained from the proposed method are validated by comparisons with existing results from published literatures and numerical results. For a quick estimation of the inclined tunnel face stability in water‐rich areas, a series of design charts are then presented for various soil strength parameters, water tables, and inclined angles. Finally, an application of the proposed method to a practical tunneling case is provided, which further illustrates the effectiveness of the proposed method.
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