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Constitutive Modeling of Loose Sands under Various Stress Paths

机译:不同应力路径下松散砂土的本构模型

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摘要

Developing reliable and versatile constitutive models for geomaterials has been a challenging task for nonlinear finite-element analysis of geotechnical engineering systems. This paper is mainly concerned with the elastoplastic constitutive relationship of unbound granular materials under various stress paths. The fuzzy set plasticity theory has been developed to account for the nonlinear soil stress-strain behavior. The theory in many ways resembles the bounding surface plasticity, where the plastic modulus is a function of the distance between the current and image stress states in the stress space. Based on the concept of fuzzy set theory in mathematics, a membership function whose value ranges from 1 and 0 is introduced to specify the plastic modulus at a given stress state. Hollow cylinder and cubical test results on Hostun sand from the CASE database were selected to assess the fuzzy set plasticity model. The numerical results showed that the fuzzy set model is capable of mimicking and simulating the nonlinear behavior of loose sands under various loading paths.
机译:对于岩土工程系统的非线性有限元分析,开发可靠且通用的土工材料本构模型一直是一项艰巨的任务。本文主要关注各种应力路径下未结合的粒状材料的弹塑性本构关系。发展了模糊集可塑性理论以解决非线性土壤应力-应变行为。该理论在许多方面类似于边界表面可塑性,其中塑性模量是应力空间中电流和图像应力状态之间距离的函数。基于数学中的模糊集理论的概念,引入了隶属度函数(其值介于1和0之间)来指定给定应力状态下的塑性模量。从CASE数据库中选择在Hostun砂岩上的空心圆柱体和立方体测试结果,以评估模糊集可塑性模型。数值结果表明,模糊集模型能够模拟和模拟各种加载路径下松散砂土的非线性行为。

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