نتایج جستجو برای: course porous media

تعداد نتایج: 547227  

2006
Supriyo Ghosh Kevin M. Keener Yong Pan

Porous media are heterogeneous systems. The microstructures of the pore spaces influence their transport properties. A quantitative geometrical characterization of the pore space is crucial for accurate prediction of porous media transport. Thus, a 3D simulation of porous media was developed based on randomly packed glass beads. Unconsolidated porous media are reconstructed through Monte Carlo ...

Journal: :Transport in Porous Media 2015

2015
M. A. Nozari R. Ziaie Moayed

Electro-osmosis in clayey soils and sediments, for purposes of clay consolidation, dewatering, or cleanup, and electro injection in porous media is widespread recent decades. It is experimentally found that the chemical properties of porous media especially PH change the characteristics of media. Electro-osmotic conductivity is a function of soil and grout material chemistry, altering with time...

2008
S. Altrichter J. Barton R. Bauer R. Booth J. Bratz P. Canepa Q. Chen J. D. Fehribach M. Gratton N. Greaney W. J. Law L. Martinez G. Moore A. Ortan J. Phillips V. Quenneville-Belair B. Rife L. Rossi A. Rubio D. Signori S. Swaminathan P. Vu P. Webb J. Zheng Q. Zhu

This work is a study of the movement of particles, one at a time, through a fixed filter. Various assumptions are made about particle and pore sizes, pore selection rules and filter configurations. This report is divided into three main sections: The first studies the filter by analyzing its layers both in a qualitative sense and by computational simulations. The next studies the filter through...

2013
Beant Singh Chanpreet Singh

In vortex motion fluid moves in curve path and the stream lines are curved. When the fluid flows between curved stream line, the centrifugal forces are setup which is counter balanced by pressure forces acting in the radial direction. The vortex motion has two types of curved motion. The first type called free vortex type, the fluid moves due to its own natural effect but energy is not added to...

2013
Yusong Li Eugene LeBoeuf P. K. Basu Sankaran Mahadevan Eugene J. LeBoeuf

Permeability of porous media in subsurface environments is subject to potentially large uncertainties due to the heterogeneity of natural systems. In this study, a first-order reliability method (FORM) is combined with a lattice Boltzmann method (LBM) to estimate the permeability of randomly generated porous media. The proposed procedure provides an increased ease of addressing complex pore str...

2013
S. M. Davison H. Yoon M. J. Martinez

Expanding interest in enhanced subsurface natural resource recovery and carbon sequestration motivates study of reacting flows in porous media. In this work, we examine the case of reaction products that increase or decrease the viscosity of the fluid. Parallel reactant streams flow through porous media and react transversely along the centerline. We utilize a pore scale, finite element numeric...

1999
J. M. HUYGHE

A thermo-chemo-electro-mechanical formulation of quasi-static finite deformation of swelling incompressible porous media is derived from a mixture theory including the volume fraction concept. The model consists of an electrically charged porous solid saturated with an ionic solution. Incompressible deformation is assumed. The mixture as a whole is assumed locally electroneutral. Different cons...

2001
J. Komlos A. B. Cunningham R. R. Sharp

A series of column experiments were performed using different bacterial inoculation scenarios to maximize the TCE-degrading potential of a multi-species biofilm. The single-species population dynamics of Burkholderia cepacia PR1 pTOM31c, a TCE-degrading microorganism unable to form a significant biofilm, were examined and compared to those of a dual-species population containing both B. cepacia...

2018
Oluranti Agboola Maurice Steven Onyango Patricia Popoola Opeyemi Alice Oyewo

A fractal is an object or a structure that is self-similar in all length scales. Fractal geometry is an excellent mathematical tool used in the study of irregular geometric objects. The concept of the fractal dimension, D, as a measure of complexity is defined. The concept of fractal geometry is closely linked to scale invariance, and it provides a framework for the analysis of natural phenomen...

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