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Theoretical, experimental and numerical investigation of flow and solute transport in saturated porous media subjected to violation to the continuum hypothesis

机译：饱和多孔介质中饱和多孔介质中流动和溶质转运的理论，实验性和数值研究，侵犯连续性假设

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Amgad Salama;
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1. Flow and Solute Transport in Saturated Porous Media: 2. Violating the Continuum Hypothesis [J] . Amgad Salama, Paul J. Van Geel Journal of porous media . 2008,第5期

机译：饱和多孔介质中的流动和溶质运移：2.违反连续谱假说
2. Flow and Solute Transport in Saturated Porous Media: 1. The Continuum Hypothesis [J] . Amgad Salama, Paul J. Van Geel Journal of porous media . 2008,第4期

机译：饱和多孔介质中的流动和溶质运移：1.连续谱假说
3. Colloid-Facilitated Solute Transport in Variably Saturated Porous Media: Numerical Model and Experimental Verification [J] . Jirka imnek, Changming He, Liping Pang, Vadose Zone Journal . 2006,第3期

机译：胶体在不同饱和多孔介质中促进溶质运移的数值模型与实验验证
4. Density-driven flow and transport in saturated porous media. Salt solute infiltration into Hele-Shaw cells-a comparison between numerical and experimental results [C] . Ch. Felder, C. Oltean, M.A. Bues XIVth International Conference on Computational Methods in Water Resources (CMWR XIV), Jun 23-28, 2002, Delft, The Netherlands . 2002

机译：密度驱动的在饱和多孔介质中的流动和传输。盐溶质渗透到Hele-Shaw细胞中-数值与实验结果的比较
5. Theoretical, experimental and numerical investigation of flow and solute transport in saturated porous media subjected to violation to the continuum hypothesis. [D] . Salama, Amgad. 2005

机译：违反连续性假设的饱和多孔介质中流动和溶质运移的理论，实验和数值研究。
6. Dispersion in porous media in oscillatory flow between flat plates: applications to intrathecal periarterial and paraarterial solute transport in the central nervous system [O] . M. Keith Sharp, Roxana O. Carare, Bryn A. Martin 2019

机译：多孔介质在平板之间的振荡流动中的分散：在中枢神经系统中鞘内动脉周围和动脉旁溶质运输的应用
7. Experimental and numerical investigations of changes in flow and solute transport processes in porous media affected by bioclogging [O] . Seifert Dorte, Jakobsen Rasmus 2005

机译：受生物絮凝影响的多孔介质中流动和溶质运移过程变化的实验和数值研究

Theoretical, experimental and numerical investigation of flow and solute transport in saturated porous media subjected to violation to the continuum hypothesis

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