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Permeability homogenization

The through-flow zone has so far been described in a simplified mode, assuming all the hosting rocks are homogeneously permeable. Deviations from the simplified L-shape of the flow path are caused by the presence of hydraulic barriers, such as clay and shale, that may in certain places block the downflow and create local perched water systems and springs (Fig. 2.16) or cause steps in the path of the lateral flow zone. But the overall L-shape is generally preserved, as the water of perched systems finds pathways to resume the vertical downflow direction. [Pg.40]

The early U-shape flow paths models assumed homogeneous permeable rocks for the entire system, but this restriction was later removed by the argument that all rocks are permeable to some degree. Thus the road was paved to apply the U-shape model to entire basins. [Pg.44]

The homogenization is the method to determine the macroscopic parameters of the media with microscopically periodic structure. The homogenized permeability tensor resulted from the application of the theory to the Equation (1) is... [Pg.410]

Line with o Consolidation curve using the void ratio-permeability relationship (10.40), which is obtained by the MD/HA simulation. The permeability is constant in the specimen at each time-step (i.e., homogeneous permeability). [Pg.279]

Fig. 10.9 Experimental and numerical results For homogeneous permeability cases... Fig. 10.9 Experimental and numerical results For homogeneous permeability cases...
We assume that at the early stage of consolidation, water is drained from the space external to the stacks in the specimen of bentonite at the intermediate stage, the water is drained from both the external space and the interlayer space, and at the final stage, the water is drained from the interlayer space. Bentonite has a double space structure and shows secondary consolidation behavior because of this structure. From this point of view it is clear that even for permeability changes over time, the secondary consolidation behavior is not represented in these analyses because of the homogeneous permeability in the specimen. [Pg.280]

Fig. 10.10 Experimented and numerical results For non-homogeneous permeability case... Fig. 10.10 Experimented and numerical results For non-homogeneous permeability case...
The result obtained using this model with non-homogeneous permeability in the specimen is shown in Fig. 10.10, which represents the secondary consolidation of bentonite more accurately. [Pg.282]

In addition to homogenous, permeable polymer films, microporous polymeric films have been also used as membrane materials. Difficulties with their use are the possible production of microemboli due to inadvertent sparging, high water vapor flux and blood damage due to the nature of the microporous material (10). [Pg.25]

Let us consider a domain U e R, representing the three-dimensional flaw imbedded in a homogeneous conductive media, with electric conductivity uo and permeability The flawed region D is assumed to be inhomogeneous, and characterized by the relative real conductivity ... [Pg.327]

For isotropic homogeneous porous media (uniform permeability and porosity), the pressure for creeping incompressible single phase-flow may be shown to satisfy the LaPlace equation ... [Pg.665]

The average nonuniform permeability is spatially dependent. For a homogeneous but nonuniform medium, the average permeability is the correct mean (first moment) of the permeability distribution function. Permeability for a nonuniform medium is usually skewed. Most data for nonuniform permeability show permeability to be distributed log-normally. The correct average for a homogeneous, nonuniform permeability, assuming it is distributed log-normally, is the geometric mean, defined as ... [Pg.70]

Fewer examples are reported for organic electrode reactions some alkyl halides were catalytically reduced at electrodes coated with tetrakis-p-aminophenylporphy-rin carboxylate ions are oxidized at a triarylamine polymer and Os(bipy)3 in a Nafion film catalytically oxidizes ascorbic acid Frequently, modified electrodes fail to give catalytic currents for catalyst substrate combinations that do work in the homogeneous case even when good permeability of the film is proven... [Pg.67]

Aluminum Citrate. Aluminum citrate can be used as a crosslinker for many polymers the gels are made of low concentrations of polymer and aluminum citrate in water. This crosslinker provides a valuable tool, in particular, for in-depth blockage of high-permeability regions of rock in heterogeneous reservoirs. The formulations can be mixed as a homogeneous solution at the surface. [Pg.116]

The solubility-diffusion theory assumes that solute partitioning from water into and diffusion through the membrane lipid region resembles that which would occur within a homogeneous bulk solvent. Thus, the permeability coefficient, P, can be expressed as... [Pg.816]

The airflow equations presented above are based on the assumption that the soil is a spatially homogeneous porous medium with constant intrinsic permeability. However, in most sites, the vadose zone is heterogeneous. For this reason, design calculations are rarely based on previous hydraulic conductivity measurements. One of the objectives of preliminary field testing is to collect data for the reliable estimation of permeability in the contaminated zone. The field tests include measurements of air flow rates at the extraction well, which are combined with the vacuum monitoring data at several distances to obtain a more accurate estimation of air permeability at the particular site. [Pg.530]

Yasuda s free volume theory [57] has been proposed to explain the mechanism of permeation of solutes through hydrated homogeneous polymer membranes. The free volume theory relates the permeability coefficients in water-swollen homogeneous membranes to the degree of hydration and molecular size of the permeant by the following mathematical expression ... [Pg.612]

Figure 4. Luminescence decay profile of an oxygen indicator dye excited by a short flash of light, in (a) solution and (b) embedded into a gas-permeable film used to fabricate fiber-optic sensors for such species. The logarithmic scale of the Y-axis allows to compare the exponential emission decay in homogeneous solution and the strongly non-exponential profile of the photoexcited dye after immobilization in a polymer matrix. Figure 4. Luminescence decay profile of an oxygen indicator dye excited by a short flash of light, in (a) solution and (b) embedded into a gas-permeable film used to fabricate fiber-optic sensors for such species. The logarithmic scale of the Y-axis allows to compare the exponential emission decay in homogeneous solution and the strongly non-exponential profile of the photoexcited dye after immobilization in a polymer matrix.

See other pages where Permeability homogenization is mentioned: [Pg.44]    [Pg.164]    [Pg.257]    [Pg.407]    [Pg.411]    [Pg.411]    [Pg.44]    [Pg.164]    [Pg.257]    [Pg.407]    [Pg.411]    [Pg.411]    [Pg.197]    [Pg.147]    [Pg.170]    [Pg.66]    [Pg.784]    [Pg.563]    [Pg.188]    [Pg.95]    [Pg.168]    [Pg.284]    [Pg.149]    [Pg.360]    [Pg.373]    [Pg.130]    [Pg.154]    [Pg.544]    [Pg.635]    [Pg.1008]    [Pg.495]    [Pg.612]    [Pg.645]    [Pg.153]    [Pg.496]    [Pg.21]    [Pg.219]    [Pg.442]   


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