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Numerical modelling method for inelastic and frequency-dependent behavior of shallow foundations

机译:浅层基础非弹性和频率相关行为的数值模拟方法

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摘要

This paper presents a novel framework with which the inelastic behavior and the frequency-dependent dynamic characteristics of soil-foundation system can be represented with a computationally efficient numerical model. The inelastic behavior of soil in the vicinity of a shallow foundation is represented with a macro-element which is based on the classical plasticity theory. The frequency-dependent property of soil-foundation system is represented with a recursive parameter model. The framework allows integration of both models such that both the inelastic behavior and the frequency-dependent characteristics can be captured. The proposed method is verified against FE analysis of a shallow foundation in the two dimensional parametric space of frequency and inelasticity. The verification shows that the model using the proposed framework can fully represent the inelastic cyclic behavior at low frequency excitation and the dynamic response at high frequency excitation. The method provides an approximate solution for the cases in-between, e.g. a foundation subjected large amplitude high-frequency excitation. As an application example, the method is applied to an analysis of a bridge pier subjected to earthquake loading.
机译:本文提出了一个新颖的框架,利用该框架可以通过计算有效的数值模型来表示土工基础系统的非弹性行为和频率相关的动力特性。地下基础附近土壤的非弹性行为用基于经典可塑性理论的宏观元素表示。土壤基础系统的频率相关特性用递归参数模型表示。该框架允许将两个模型集成在一起,从而可以捕获非弹性行为和频率相关特性。通过频率和非弹性二维参数空间中浅层基础的有限元分析,验证了该方法的有效性。验证表明,使用所提出的框架的模型可以充分表示低频激励下的非弹性循环行为和高频激励下的动态响应。该方法为介于两者之间的情况提供了近似的解决方案。基础经过大振幅高频激励。作为应用示例,该方法被应用于分析地震荷载作用下的桥墩。

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