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Estimation of seismic passive earth pressure coefficients for caissons in c-φ soils with a 3D log-spiral failure wedge

机译:基于三维对数螺旋破坏楔的c-φ土沉箱地震被动土压力系数估计

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? 2023 Elsevier LtdPassive resistance offered by soil to any embedded structure has been of significant interest to researchers since the inception of the concept. The present study deals with the estimation of passive earth pressure coefficients in seismic conditions that will control the passive resistance offered to a caisson embedded in c (cohesion) – φ (friction) soil in presence of surcharge loading. The three-dimensional (3D) geometry of failure wedge (log-spiral in vertical plane and oval in horizontal plane) has been obtained from the results of numerical analysis and past experimental studies. The critical failure surface has been obtained in the presence of all resisting components unit weight (γ), cohesion (c) and surcharge (q) by minimizing the passive resistance. Thereafter, seismic passive earth pressure coefficients for cohesion component (Kspc), surcharge component (Kspq) and unit weight component (Kspγ) have been obtained separately corresponding to the critical failure wedge obtained in the previous analysis. Limit equilibrium method of analysis in conjunction with pseudo-static approach has been used to perform the analyses. Charts for a variety of caisson geometry, soil and site condition and seismic condition have been prepared to facilitate prediction of passive resistance in a more economical and reliable manner since unique failure wedge has been considered for all the components instead of separate failure wedge which would be impractical.
机译:?2023 Elsevier Ltd自该概念提出以来,土壤对任何嵌入结构的被动电阻一直引起研究人员的极大兴趣。本研究涉及地震条件下被动土压力系数的估计,该系数将控制在存在附加荷载的情况下嵌入 c(粘结)-φ(摩擦)土壤中的沉箱的被动阻力。从数值分析和以往的实验研究结果中得到了破坏楔块的三维(3D)几何形状(垂直面为对数螺旋,水平面为椭圆形)。临界失效面是在存在所有阻力组件 [单位重量 (γ)、内聚力 (c) 和附加费 (q)] 的情况下通过最小化被动阻力获得的。此后,分别得到了与前一分析中得到的临界破坏楔相对应的粘结分量(Kspc)、附加分量(Kspq)和单位重量分量(Kspγ)的地震被动土压力系数。极限平衡分析方法与伪静态方法相结合已被用于执行分析。已经准备了各种沉箱几何形状、土壤和场地条件以及地震条件的图表,以便以更经济和可靠的方式预测被动阻力,因为所有组件都考虑了独特的失效楔,而不是单独的失效楔,这是不切实际的。

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