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Prediction of time of liquefaction using kinetic and strain energy

机译:利用动能和应变能预测液化时间

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The time of liquefaction triggering during a strong ground motion can have a large influence on the expected level of foundation and superstructure damage. To enable simple, yet accurate estimates of the triggering time, the build-up of pore pressure needs to be understood in terms of cumulative measures of ground motion intensity. This paper develops a theoretical framework and simple procedure to predict the build-up of excess pore pressure based on the principles of conservation of energy. The liquefaction resistance is first quantified in terms of cumulative absolute change in strain energy, which is shown through the evaluation of experimental cyclic simple shear tests to be insensitive to loading amplitude. A ground motion intensity measure is presented that uniquely calculates the cumulative absolute change in kinetic energy. This intensity measure is then used to provide an exact analytical solution for the cumulative absolute change in strain energy at any depth in a homogenous linear elastic soil deposit using the novel, nodal surface energy spectrum (NSES). A simple reduction to the NSES is proposed for viscous and nonlinear soil deposits, as well as a correction for changes in stiffness between layers of soil. The estimation of strain energy and build-up of pore pressure using the simple NSES method was applied to 500 randomly generated soil deposits using a range of different ground motions and validated against nonlinear total stress and nonlinear effective stress time-history analyses, with the NSES method providing a high level of accuracy. The proposed spectrum based solution provides an efficient and physically consistent procedure for the prediction of excess pore pressure build-up.
机译:在强烈的地面运动过程中,液化触发的时间可能对地基和上部结构破坏的预期水平产生很大影响。为了能够简单,准确地估算触发时间,需要根据地面运动强度的累积量度来了解孔隙压力的积累。本文基于能量守恒原理,开发了一个理论框架和简单的程序来预测过剩孔隙压力的形成。首先根据累积的应变能绝对变化来量化抗液化性,这通过对实验性循环简单剪切试验的评估表明对负载振幅不敏感。提出了一种地面运动强度度量,可以唯一地计算动能的累积绝对变化。然后,使用新颖的节点表面能谱(NSES),使用这种强度测量方法为均匀线性弹性土壤沉积物中任意深度处的应变能的累积绝对变化提供精确的解析解。对于粘性和非线性土壤沉积物,建议对NSES进行简单的减少,并对土壤层之间的刚度变化进行校正。使用简单的NSES方法估算应变能和孔隙压力,将其应用到使用一系列不同地面运动的500个随机产生的土壤沉积物中,并通过NSES进行了非线性总应力和非线性有效应力时程分析的验证提供高水平准确性的方法。所提出的基于频谱的解决方案为预测多余的孔隙压力提供了有效且物理上一致的程序。

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