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EXPLICIT ACCUMULATION MODEL FOR GRANULAR MATERIALS UNDER MULTIAXIAL CYCLIC LOADING

机译:多轴循环载荷下颗粒材料明确累积模型

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The prediction of cyclic-driven accumulation of stress or strain in granular materials is difficult due to a number of subtile effects in the soil structure Also from the numerical point of view such prediction turns out to be troublesome because even small systematic errors of the general-purpose constitutive models are quickly accumulated A remedy could be a so called explicit model that treats accumulation as a kind of creep process especially for engineering problems like compaction or liquefaction. However, for a good assessment of accumulation a detailed definition of strain amplitude is required Consideration of the polarization and the openness of strain cycles on one hand and the degree of adaptation of the fabric on the other hand is crucial A novel "back polarization" tensor is introduced to memorize the history of cyclic deformation Multiaxial strain amplitude is defined considering the shape of the strain loop and rotation of principal directions of strain tensor Some experimental evidence for the assumptions made is provided Finally attempts to correlate the in-situ degree of adaptation with dynamic soil properties are reported.
机译:由于土壤结构中的许多子电池效应,来自土壤结构的数量的数量来自数值观点​​来说,这种预测变得麻烦,因此难以造成粒状材料的循环驱动的压力或菌株的预测是难以进行麻烦的,因为即使是普通的小系统误差目的的本构模型很快累积了一个可以是所谓的显式模型,以便将累积视为一种蠕变过程,特别是对于等压缩或液化等工程问题。然而,为了良好的积累评估,需要考虑应变幅度的详细定义,并一方面考虑应变循环的偏振,另一方面,织物的适应程度是至关重要的一种新颖的“背极化”张量被引入记忆循环变形的历史,多轴应变幅度定义考虑应变环的形状和应变张量的主要方向的旋转的一些实验证据提供了所做的假设,最终试图将原位的适应程度相关联报告了动态土壤性质。

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