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Analyses on Deformation Procedure of Suction Anchor Foundations Subjected to Static and Cyclic Loads

机译:静载荷和循环载荷作用下的吸力锚基础变形过程分析

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The paper presents a pseudo-dynamic constitutive relationshipdescribing undrained stress-strain responses of soft clays subjected tocyclic loads based on the equivalent visco-elastic theory and the creeptheory. The relationship includes three basic parameters: the equivalentcyclic shear modulus, the equivalent damping ratio and the cyclicaccumulative strain increment. The nonlinearity of cyclic stress-strainresponses of soft clays is described using variations of the cyclic shearmodulus and the damping ratio with the octahedral shear strain. Thecyclic accumulative strain is described using the equivalent creep. Thecyclic accumulative strain increment is determined using the Misescreep potential function and the associated flowing rule. They can bedetermined by unconsolidated and undrained cyclic triaxial tests of softclays. A pseudo dynamic visco-elastoplastic finite element method toanalyze the deformation instability process of suction anchorfoundations subjected to static and cyclic loads in soft clays wasdeveloped using the constitutive relationship. For the method, a cyclicloading time history is divided into a series of incremental cyclicloading processes which includes one load cycle at least. Detailedcyclic stress-strain responses of soil elements at any time are nottracked but they are determined by the equivalent visco-elasticcalculations for each incremental loading process. The cyclicaccumulative strain increment of soil elements is determined based onthe static stress, the cyclic stress of soil elements and the incrementalnumber of load cycles. The cyclic accumulative deformation of suctionanchor foundations is calculated using the initial strain method. Modeltest results of suction anchors subjected to inclined static and cyclicloads at the optimal load point are predicted using the method.Comparisons of predicted and model test results show that predictedthe deformation instability process of suction anchor foundations arebasically in agreement with model test results.
机译:本文提出了拟动力本构关系 描述了软黏土在不排水条件下的不排水应力-应变响应 基于等效粘弹性理论和蠕变的循环荷载 理论。该关系包括三个基本参数:等效参数 循环剪切模量,等效阻尼比和循环 累积应变增量。循环应力应变的非线性 使用循环剪切的变化来描述软黏土的响应 模量和阻尼比与八面体剪切应变的关系。这 使用等效蠕变描述循环累积应变。这 使用Mises确定循环累积应变增量 蠕变势函数和相关的流动规则。他们可以 通过松散的不固结和不排水的循环三轴试验确定 黏土。拟动力粘弹塑性有限元方法 分析吸力锚的变形失稳过程 软土中承受静力和循环荷载的地基为 利用本构关系发展起来的。对于该方法,循环 加载时间历史分为一系列增量循环 加载过程,至少包括一个加载周期。详细的 在任何时候,土壤元素的循环应力-应变响应都不是 被跟踪,但是它们是由等效的粘弹性决定的 每个增量加载过程的计算。循环的 根据以下公式确定土体元素的累积应变增量 静应力,土壤元素的循环应力和增量 负载循环数。吸力的循环累积变形 锚固基础是使用初始应变方法计算的。模型 静态和周期性倾斜的吸力锚的测试结果 使用该方法可以预测最佳负载点的负载。 预测结果与模型测试结果的比较表明 吸力锚基础的变形失稳过程为 基本上与模型测试结果一致。

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