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The Grading Entropy-based Criteria for Structural Stability of Granular Materials and Filters

机译:基于分级熵的颗粒材料和滤料结构稳定性标准

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This paper deals with three grading entropy-based rules that describe different soil structure stability phenomena: an internal stability rule, a filtering rule and a segregation rule. These rules are elaborated on the basis of a large amount of laboratory testing and from existing knowledge in the field. Use is made of the theory of grading entropy to derive parameters which incorporate all of the information of the grading curve into a pair of entropy-based parameters that allow soils with common behaviours to be grouped into domains on an entropy diagram. Applications of the derived entropy-based rules are presented by examining the reason of a dam failure, by testing against the existing filter rules from the literature, and by giving some examples for the design of non-segregating grading curves (discrete particle size distributions by dry weight). A physical basis for the internal stability rule is established, wherein the higher values of base entropy required for granular stability are shown to reflect the closeness between the mean and maximum grain diameters, which explains how there are sufficient coarser grains to achieve a stable grain skeleton.
机译:本文介绍了三种基于熵的分级规则,这些规则描述了不同的土壤结构稳定性现象:内部稳定性规则,过滤规则和偏析规则。这些规则是在大量实验室测试的基础上并根据该领域的现有知识制定的。利用分级熵的理论来导出将分级曲线的所有信息合并到一对基于熵的参数中的参数,该一对基于熵的参数允许将具有共同行为的土壤分组到熵图上的区域中。通过检查大坝破坏的原因,通过对照文献中现有的过滤规则进行测试,并给出一些设计非分离级配曲线的示例(离散颗粒大小分布为,可以得出基于熵的规则)的应用。净重)。建立了内部稳定性规则的物理基础,其中显示了颗粒稳定性所需的较高的基本熵值反映了平均粒径和最大粒径之间的接近度,这说明了如何有足够的粗晶粒来实现稳定的晶粒骨架。

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