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Accounting for evolving pore size distribution in water retention models for compacted clays

机译：在压实粘土的保水模型中考虑不断变化的孔径分布

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Della Vecchia Gabriele; Dieudonné Anne-Catherine; Jommi Cristina; Charlier Robert;
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年度 2015
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正文语种 eng
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专利

1. Modelling the role of pore water salinity on the water retention behaviour of compacted active clays [J] . Rivista italiana di geotecnica . 2019,第3期

机译：模拟孔隙水分对压实活性粘土水保留行为的影响
2. Predicting chemical influence on soil water retention curves with models established based on pore structure evolution of compacted clay [J] . Lu Pu-huai, He Yong, Zhang Zhao, Computers and Geotechnics . 2021,第Octa期

机译：基于压实粘土孔隙结构演化建立的模型预测土壤水保留曲线的化学影响
3. A new water retention model that considers pore non-uniformity and evolution of pore size distribution [J] . Cheng Q., Ng C. W. W., Zhou C., Bulletin of engineering geology and the environment . 2019,第7期

机译：考虑孔隙不均匀性和孔径分布演变的新型保水模型
4. Pore Size Distribution and Soil Water Suction Curve from Micro-tomography Measurements and Real 3-D Digital Microstructure of a Compacted Granular Media by Using Direct Numerical Simulation Technique [C] . Felix H. Kim, Dayakar Penumadu, Volker P. Schulz International Workshop on Advances in Multiphysical Testing of Soils and Shales . 2013

机译：通过直接数值模拟技术从微型术测量和实际3-D数字微结构的孔径分布和土壤水抽吸曲线
5. APPLICATION OF A THREE DIMENSIONAL NETWORK MODEL TO COAL DEWATERING (EQUILIBRIUM DESATURATION, PORE SIZE DISTRIBUTION, PERMEABILITY, POROUS MEDIA, TWO PHASE FLOW). [D] . QAMAR, IHTZAZ. 1985

机译：三维网络模型在煤炭脱水中的应用（平衡饱和度，孔隙大小分布，渗透率，多孔介质，两相流）。
6. Influence of Pore-Size Distribution on the Resistance of Clay Brick to Freeze–Thaw Cycles [O] . Ivanka Netinger Grubeša, Martina Vračević, Jonjaua Ranogajec, 2020

机译：孔径分布对黏土砖抗冻融循环性能的影响
7. Accounting for evolving pore size distribution in water retention models for compacted clays [O] . G. Della Vecchia, A.C. Dieudonné, C. Jommi, 2014

机译：在压实粘土的保水模型中考虑不断变化的孔径分布
8. Pore Size Distribution and Its Effect on the Behavior of a Compacted Clay. [R] . ahmed, syed 1972

机译：孔隙尺寸分布及其对压实黏土性能的影响。

Accounting for evolving pore size distribution in water retention models for compacted clays

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