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On the porous continuum-scale modeling of gravity-driven fingers in unsaturated materials: Numerical solution of a hypodiffusive governing equation that incorporates a hold-back-pile-up effect

机译：在不饱和材料中的重力驱动手指的多孔连续型模型：低辐射控制方程的数值溶液，其含有保持背部堆积效应

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Mehdi Eliassi; Robert J. Glass;
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年度 2003
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1. ON MODELLING THE DRYING OF POROUS MATERIALS: ANALYTICAL SOLUTIONS TO COUPLED PARTIAL DIFFERENTIAL EQUATIONS GOVERNING HEAT AND MOISTURE TRANSFER [J] . DON KULASIRI, IAN WOODHEAD Mathematical Problems in Engineering . 2005,第3期

机译：多孔材料的干燥建模：控制热和水分传递的偏微分方程耦合的解析解
2. On modelling the drying of porous materials: analytical solutionsto coupled partial differential equations governing heat andmoisture transfer [J] . DonKulasiri, IanWoodhead Mathematical Problems in Engineering: Theory, Methods and Applications . 2005,第3期

机译：关于多孔材料干燥的建模：控制热湿传递的耦合偏微分方程的解析解
3. Numerical simulations of gravity-driven fingering in unsaturated porous media using a nonequilibrium model [J] . Michael Chapwanya, John M. Stockie Water resources research . 2010,第9期

机译：基于非平衡模型的非饱和多孔介质中重力驱动指法的数值模拟
4. An Equation-Type Approach for the Numerical Solution of the Partial Differential Equations Governing Transport Phenomena in Porous Media [C] . Shuyu Sun, Amgad Salama, M. F. El-Amin International Conference on Computational Science . 2013

机译：多孔介质传输现象的局部微分方程数值求解的等式型方法
5. On continuum-scale numerical simulation gravity-driven fingers in unsaturated porous material. [D] . Eliassi, Mehdi. 2001

机译：在连续尺度数值模拟中，非饱和多孔材料中的重力驱动指状体。
6. Experimental and Numerical Models of Three-Dimensional Gravity-Driven Flow of Shear-Thinning Polymer Solutions Used in Vaginal Delivery of Microbicides [O] . Vitaly O. Kheyfets, Sarah L. Kieweg -1

机译：用于阴道杀菌剂的剪切稀化聚合物溶液三维重力驱动流动的实验和数值模型
7. Comment on "On the continuum-scale modeling of gravity-driven fingers in unsaturated porous media: The inadequacy of the Richards equation with standard monotonic constitutive relations and hysteretic equations of state'' by M. Eliassi and R. J. Glass [O] . Braddock, RD, Norbury, J 2003

机译：M. Eliassi和R. J. Glass评论“关于非饱和多孔介质中重力驱动指状体的连续尺度建模：具有标准单调本构关系和状态滞后状态方程的Richards方程的不足”

On the porous continuum-scale modeling of gravity-driven fingers in unsaturated materials: Numerical solution of a hypodiffusive governing equation that incorporates a hold-back-pile-up effect

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