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首页> 外文期刊>VINE journal of information and knowledge management systems >Modeling the Behavior of Geotechnical Constructions Under Cyclic Loading with a Numerical Approach Based on J. Lemaitre Model
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Modeling the Behavior of Geotechnical Constructions Under Cyclic Loading with a Numerical Approach Based on J. Lemaitre Model

机译:基于J.Lemaitre模型的数值方法模拟岩土工程结构的行为

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ublishercopyright>? 2017, Indian Geotechnical Society.? 2017, Indian Geotechnical Society. A concise prediction of the cyclic accumulation of deformations in non-cohesive soils becomes important for a high number of cycles, but such prediction is troublesome because even small errors of the general purpose constitutive models are quickly accumulated. The solution could be an explicit model that treats accumulation as a sort of creep process. This article presents a numerical fashion the phenomenon of accumulation resulting from cyclic loading in sand in drained state. The first cycle is performed using Hypoplastic model of Wolffersdorff 1996 with the improvement of intergranular strain?(IGS). From the second cycle, the behavior of the soil is simulated as a pseudo creep (J. Lemaitre model) where we seek an equivalence between the parameters of J. Lemaitre model and cyclic parameters, Replacing the cyclic effect by a cumulative volumetric strain and the number of cycles (N) is considered equivalent time (t). The prediction of model is compared with experimental values. Good correlation exists between predicted and experimental response.A concise prediction of the cyclic accumulation of deformations in non-cohesive soils becomes important for a high number of cycles, but such prediction is troublesome because even small errors of the general purpose constitutive models are quickly accumulated. The solution could be an explicit model that treats accumulation as a sort of creep process. This article presents a numerical fashion the phenomenon of accumulation resulting from cyclic loading in sand in drained state. The first cycle is performed using Hypoplastic model of Wolffersdorff 1996 with the improvement of intergranular strain?(IGS). From the second cycle, the behavior of the soil is simulated as a pseudo creep (J. Lemaitre model) where we seek an equivalence between the parameters of J. Lemaitre model and cyclic parameters, Replacing the cyclic effect by a cumulative volumetric strain and the number of cycles (N) is considered equivalent time (t). The prediction of model is compared with experimental values. Good correlation exists between predicted and experimental response.
机译:ublishercopyright>? 2017年,印度岩土工程。? 2017年,印度岩土工程。 在非粘性土壤中变形的循环积聚的简明预测对于大量循环变得重要,但是这种预测是麻烦的,因为即使通用本构模型的少量误差也会很快累积。该解决方案可以是一种明确的模型,其将累积视为一种蠕变过程。本文呈现了一种数值时尚,循环载荷在排水状态下产生的积累现象。第一个循环使用Wolffersdorff 1996的Hypoplastic模型进行,改善晶体菌株?(Igs)。从第二个循环中,土壤的行为被模拟为伪蠕变(J.Lemaitre模型),在那里我们寻求J.Lemaitre模型和循环参数的参数之间的等价,取代累积体积应变和循环效果周期数(n)被认为是等效时间(t)。将模型的预测与实验值进行比较。在预测和实验反应之间存在良好的相关性。对非粘性土壤中变形的循环积累的简明预测对于大量的循环变得重要,但是这种预测是令人烦恼的,因为甚至一般的误差也是很小的目的型模型很快就会积累。该解决方案可以是一种明确的模型,其将累积视为一种蠕变过程。本文呈现了一种数值时尚,循环载荷在排水状态下产生的积累现象。第一个循环使用Wolffersdorff 1996的Hypoplastic模型进行,改善晶体菌株?(Igs)。从第二个循环中,土壤的行为被模拟为伪蠕变(J.Lemaitre模型),在那里我们寻求J.Lemaitre模型和循环参数的参数之间的等价,取代累积体积应变和循环效果周期数(n)被认为是等效时间(t)。将模型的预测与实验值进行比较。预测和实验响应之间存在良好的相关性。

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