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BS-CLAY1: Anisotropic bounding surface constitutive model for natural clays

机译:BS-CLAY1:天然粘土的各向异性边界表面构成模型

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摘要

In this paper, a multi-surface anisotropic constitutive model is proposed for clayey soils, based on bounding surface theory and a classical anisotropic critical state-based model. In the proposed model, in addition to the volumetric hardening law, a rotational hardening rule is also incorporated into the bounding surface formulation with a non-associated flow rule. The model uses the bounding surface plasticity theory to produce a more realistic representation of the nonlinear behavior of clays with high overconsolidation ratios. Detailed model formulation is presented including an innovative approach to find image stress points on the bounding surface which offers an original conception of changing the projection center, even at the absence of plastic loading. A modified procedure is also discussed to improve the performance of the proposed model for simulating the response of highly overconsolidated clays. The proposed modifications, together with the novel mapping rule, form a new framework that can be used to improve the simulation capabilities of different constitutive models that have elliptical yield/bounding surfaces. The efficiency of the framework is demonstrated by comparing the simulation results against element test data from a number of different clays at lightly to highly overconsolidated conditions. The new model shows promising capabilities in capturing the important aspects of natural clays response during straining, in particular for the combined effects of small strain nonlinearity with fabric orientation.
机译:本文基于边界表面理论和经典各向异性临界状态模型,提出了一种多表面各向异性本构体型模型。在所提出的模型中,除了体积化硬化法之外,还通过非相关的流量规则掺入旋转硬化规则中的边界表面配方中。该模型采用边界表面可塑性理论,产生具有高过分溶解比率的粘土的非线性行为的更现实的表示。提出了详细的模型制剂,包括一种创新方法,可以在边界表面上找到图像应力点,即使在没有塑料负载的情况下也能够改变投影中心的原始概念。还讨论了修改的程序以改善模拟高度过覆粘土的响应的提出模型的性能。所提出的修改与新颖的映射规则一起形成了一种新框架,该框架可用于改善具有椭圆产生/边界表面的不同本构模型的模拟能力。通过将模拟结果与点击高度过分溶解的条件进行比较,通过将模拟结果与多个不同的粘土进行比较来证明框架的效率。新模型显示有希望的能力在捕获在紧张期间的自然粘土响应的重要方面,特别是对于小菌株非线性与织物取向的综合影响。

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