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Physical modeling of the soil swelling curve vs. the shrinkage curve

机译:土壤膨胀曲线与收缩曲线的物理模拟

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摘要

Physical understanding of the links between soil swelling, texture,structure, cracking, and sample size is of great interest for the physicalunderstanding of many processes in the soil-air-water system and forapplications in civil, agricultural, and environmental engineering. Thebackground of this work is an available chain of interconnected physicalshrinkage curve models for clay, intra-aggregate matrix, aggregated soilwithout cracks, and soil with cracks. The objective of the work is togeneralize these models to the case of swelling, and to construct thephysical-swelling-model chain with a step-by-step transition from clay toaggregated soil with cracks. The generalization is based on thorough accountingfor the analogies and differences between shrinkage and swelling and thecorresponding use, modification, or replacement of the soil shrinkage features.Two specific soil swelling features to be used are: (i) air entrapping in poresof the contributing clay; and (ii) aggregate destruction with the formation ofnew aggregate surfaces. The input for the prediction of the swelling curve ofan aggregated soil coincides with that of the available model of the shrinkagecurve. The analysis of available data on the maximum shrink-swell cycle of twosoils with different texture and structure, accounting for sample size isconducted as applied to swelling curves and to the residual crack volume andmaximum-swelling-volume decrease after the shrink-swell cycle. Results of theanalysis show evidence in favor of the swelling model chain.
机译:对土壤溶胀,质地,结构,破裂和样本量之间的联系的物理理解,对于土壤-空气-水系统中许多过程的物理理解以及在土木,农业和环境工程中的应用具有极大的兴趣。这项工作的背景是一个可用的互连物理收缩曲线模型链,适用于粘土,骨料内部基质,无裂缝的聚集土和有裂缝的土。该工作的目的是将这些模型概括为溶胀的情况,并构建从粘土到具有裂缝的聚集土壤的逐步过渡的物理膨胀模型链。概括是基于对收缩和溶胀之间的类比和差异以及相应的使用,修改或替代土壤收缩特征的基础上进行的。要使用的两个特定的土壤溶胀特征是:(i)空气滞留在贡献粘土的孔隙中; (ii)形成新的骨料表面而破坏骨料。用于预测团聚土壤膨胀曲线的输入与可用的收缩曲线模型的输入一致。对具有不同质地和结构的两种土壤的最大收缩-膨胀周期的可用数据进行了分析,并考虑了样品大小,并应用于膨胀曲线,以及在收缩-膨胀周期之后的残余裂纹体积和最大膨胀体积的减少。分析结果表明有证据支持膨胀模型链。

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    Chertkov, V. Y.;

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  • 年度 2014
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