[PDF] Top 20 Numerical solutions to problems of nonlinear flow through porous materials
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Numerical solutions to problems of nonlinear flow through porous materials
... xi ~age E,igure Phrea:tic Line Deter:l1ination in Dam FloYT Experimen.Jus 186 5-5-4 Piezometric Head Tapping Points for Flume Experiments 186 5-5-5 Impervious Cut-Off Wall 188 5-5-6 Arr~[r] ... See full document
385
Numerical Solutions of Burger's Equation Arising in Longitudinal Dispersion Phenomenon in Fluid Flow Through Porous Media by Reduced Differential Transform Method
... fluid flow through homogeneous porous ...a porous medium by another fluid that is miscible with the first ...in porous media plays an important role in many engineering and science ... See full document
7
Lie symmetry analysis and numerical solutions for thermo solutal chemicallyreacting radiative micropolar flow from an inclined porous surface
... avalanches, mudslides, hazards) [5, 6]. When heat and mass transfer are also present in inclined plate flows with free convection and multi-physical effects (e.g. combustion, magnetic fields, electrical fields etc.), the ... See full document
32
A Comprehensive and Numerical Modeling of Reactive Polymer Flow in Porous Media
... The flow of reactive polymers through porous media is of interest to engineers because of practical applications such as hydraulic fracturing, materials impregnation, and filtration processes ... See full document
6
Numerical Study of Unsteady Flow of Gas Through a Porous Medium By Means of Chebyshev Pseudo-Spectral Method
... Unsteady flow of gas through a porous medium is a strongly nonlinear ordinary differential equation on semi-infinite ...unsteady flow of gas through a porous ...of ... See full document
8
Numerical simulation for two-phase flow in a porous medium
... a porous medium, while the displac- ing fluid is immiscible with the fluid being ...associated nonlinear discrete equations. Finally, the numerical results, which are linked to our theoretical ones in ... See full document
10
Numerical treatment for nonlinear steady flow of a third grade fluid in a porous half space by neural networks optimized
... in porous space has essential focus on the numerical simulation of viscoelastic flows in a specific pore geometry model, for example, capillary tubes, undulating tubes, packs of spheres or cylinders [12, 13, ... See full document
10
Numerical solutions for nonlinear gyrotactic bioconvection in nanofluid saturated porous media with stefan blowing and multiple slip effects
... layer flow of a nanofluid from an upward facing horizontal permeable plate adjacent to a porous ...the numerical solutions has been achieved with an alternative computational technique, namely ... See full document
31
The solutions for the flow of micropolar fluid through an expanding or contracting channel with porous walls
... contracting porous walls is ...coupled nonlinear two-points boundary value problem by a suitable similarity ...new solutions (totally six solutions) and no-solution interval, which is one of ... See full document
18
Dual solutions in MHD flow on a nonlinear porous shrinking sheet in a viscous fluid
... dual solutions were reported for certain range of the suction ...dual solutions were also reported only for the two-dimensional ...flow problems induced by a shrinking sheet can be found in [–] in ... See full document
7
The simulation of the gas flow through the porous media and fences
... the numerical simulation of the compressible gas flow through the porous media and ...fluid flow, described by the RANS equations. The flow through the porous media ... See full document
6
The simulation of the flow through the porous media and diffusible barriers
... fluid flow. We focus on the numerical simulation of the flow through the porous media, characterized by the loss of mo- ...the flow through the set of diffusible ... See full document
6
Radial non-Darcy flow through porous media.
... Nasser, Mohamed Sameh Sami, "Radial non-Darcy flow through porous media." (1970).. Electronic Theses and Dissertations.[r] ... See full document
189
The Effectiveness of Hydrophobisation of Porous Building Materials by Using the Polymers and Nanopolymers Solutions
... of porous building materials such as ceramic brick and natural stone - calcareous ...tested materials, surface absorption, the analysis of characteristics and defects of silica gel nanofilm by using ... See full document
6
Flow through a Variable Permeability Brinkman Porous Core
... Fluid flow through and over porous layers has been receiving increasing interest in the porous media literature for over half a century, due to the importance of this type of flow in ... See full document
13
On the stability and uniqueness of the flow of a fluid through a porous medium
... base flow is unique under the same condi- ...in porous media that couples Brinkman’s equation with the energy equation, with the coupling between the two equations due to a term due to the ef- fect of ... See full document
17
Space-time discontinuous Galerkin method for the numerical simulation of the compressible turbulent gas flow through the porous media
... present numerical simulations of the compressible turbulent gas flow through the porous ...input flow with the total temperature θ 0 = 293K, the ... See full document
8
Existence of Solutions to Nonlinear Boundary Value Problems at Resonance.
... For the reader’s convenience, we have presented a detailed construction of the pro- jections onto the ker(L) and Im(L). For the case of periodic boundary conditions, we refer the reader to D.C. Lewis [9]; for discrete ... See full document
67
Existence of blowup solutions for nonlinear problems with a gradient term
... Introduction and the main result Semilinear elliptic problems involving gradient term with boundary blowup interested many authors.. Namely, Bandle and Giarrusso [1] developed existence [r] ... See full document
11
Complicated asymptotic behavior of solutions for a porous medium equation with nonlinear sources
... A supersolution [or subsolution] is similarly defined with equality of (.) replaced by ≥ [or ≤]. The weak solutions for problem (.)-(.) can be defined in a similar way as above. It is well known that problem ... See full document
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