首页> 外文期刊>International journal of geomechanics >Constitutive Modeling of Coarse-Grained Materials Incorporating the Effect of Particle Breakage on Critical State Behavior in a Framework of Generalized Plasticity
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Constitutive Modeling of Coarse-Grained Materials Incorporating the Effect of Particle Breakage on Critical State Behavior in a Framework of Generalized Plasticity

机译:粗粒材料的本构模型,包括在广义可塑性框架内的颗粒破碎对临界状态行为的影响

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摘要

Coarse-grained materials (CGMs), including gravel, ballast, and rockfill material, exhibit a complicated stress-strain-volume change behavior, which is state dependent and influenced by considerable particle breakage even under relatively low pressure. A generalized plasticity model with a multiaxial formulation is developed for CGMs based on the critical state concept. The effect of particle breakage on their critical state behavior, including the nonlinear variation of both shear strength and void ratio with the mean effective stress, is fully incorporated with an implicit form in the current model. Two state functions and the corresponding virtual stress ratios are proposed to construct the new formulation of dilatancy, plastic flow, loading direction, and plastic modulus in the present model. The numerical analyses are performed for a series of true triaxial tests on CGMs, and model predictions are in good agreement with experimental results of true triaxial tests over a wide range of pressures. In summary, the proposed model is capable of accurately characterizing the highly nonlinear shear behavior due to particle breakage of CGMs, particularly including their strain softening/hardening and plastic dilation/contraction in various load paths. (C) 2016 American Society of Civil Engineers.
机译:包括砾石,压舱物和堆石料在内的粗颗粒材料(CGM)表现出复杂的应力-应变-体积变化行为,该行为取决于状态,并且即使在相对较低的压力下也受到相当大的颗粒破裂的影响。基于临界状态概念,为CGM开发了具有多轴配方的通用塑性模型。颗粒破碎对其临界状态行为的影响,包括剪切强度和空隙率随平均有效应力的非线性变化,已完全隐含在当前模型中。提出了两个状态函数和相应的虚拟应力比,以构造本模型中的剪胀,塑性流动,加载方向和塑性模量的新公式。对CGM进行了一系列真三轴试验的数值分析,并且模型预测与真三轴试验在较大压力范围内的实验结果非常吻合。总之,所提出的模型能够准确地描述由于CGM颗粒破裂而引起的高度非线性剪切行为,特别是包括它们在各种载荷路径下的应变软化/硬化和塑性膨胀/收缩。 (C)2016年美国土木工程师学会。

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