2007
DOI: 10.1016/j.cpc.2007.06.008
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Density-driven flow and solute transport problems. A 2-D numerical model based on the network simulation method

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Cited by 10 publications
(5 citation statements)
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“…Finally, numerical methods on which software are based can quantify these phenomena in isotropic and anisotropic soils. Among all the possible options, the tool that has been employed in this paper is the network method, which has already been applied in the study of different physical problems, such as flow in porous media [6], soil consolidation [7], and solute and heat transport [8,9]. The method employs the electrical analogy of the problem variables, so the hydraulic potential, h, is equivalent to the voltage, V, and the groundwater flow, Q, to the electric current or intensity, I.…”
Section: Introductionmentioning
confidence: 99%
“…Finally, numerical methods on which software are based can quantify these phenomena in isotropic and anisotropic soils. Among all the possible options, the tool that has been employed in this paper is the network method, which has already been applied in the study of different physical problems, such as flow in porous media [6], soil consolidation [7], and solute and heat transport [8,9]. The method employs the electrical analogy of the problem variables, so the hydraulic potential, h, is equivalent to the voltage, V, and the groundwater flow, Q, to the electric current or intensity, I.…”
Section: Introductionmentioning
confidence: 99%
“…A third way to study these problems in isotropic and anisotropic soils is the use of software tools based on numerical methods. There are different options are available, and the one employed in this paper is the network method, which has already been applied in the study of different physical phenomena, such as flow in porous media [6], soil consolidation [7], and solute and heat transport [8,9]. This methodology employs the electrical analogy, according to which, in this problem, the hydraulic potential, h, is equivalent to the voltage, V, and the groundwater flow, Q, to the electric current, I.…”
Section: Introductionmentioning
confidence: 99%
“…In this regard it should be mentioned applications in the fields of fluid flow to transport (of mass or heat), inverse problem in heat transmission, magneto-hydrodynamic flow, mechanical vibrations, tribology, dry friction, membrane transport, elasticity, development of specific numerical calculation programs, etc. NSM had already been successfully applied in various fields of engineering, such as heat transfer [7,11], electrochemical reactions [12,13], transport across membranes [14], inverse problems [15][16][17][18], ion transport, magneto-hydrodynamics [19], problems coupled flow and transport [17,[20][21][22]; Alhama, Soto and al 2012), and others [23][24][25][26]; all these works describe nonlinear transport processes. In addition, recently, it has been applied to mechanics of deformable solids [27], and dry friction at the atomic level.…”
Section: Introductionmentioning
confidence: 99%