1977
DOI: 10.1007/bf01237875
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Determination of permeability in anisotropic rock-masses from integral samples

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1983
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Cited by 17 publications
(2 citation statements)
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“…It may be postulated that an increasing dilation will cause a proportional decrease in the interstitial pore fluid pressure, but this will depend on the rate of displacement or volumetric change in relation to the rate of percolation of the fluids; it depends on the conditions of drained or undrained media and the rate at which the drainage could take place. These conditions and the complexity of the problem are discussed by Lane (1969) (Snow, 1968a(Snow, , 1969Rocha and Franciss, 1977), where the emphasis has been on different conditions for the fractures (degree of opening, filling material, roughness of the surfaces, etc.) and on the determination of the permeability coefficient.…”
Section: = (5)mentioning
confidence: 98%
“…It may be postulated that an increasing dilation will cause a proportional decrease in the interstitial pore fluid pressure, but this will depend on the rate of displacement or volumetric change in relation to the rate of percolation of the fluids; it depends on the conditions of drained or undrained media and the rate at which the drainage could take place. These conditions and the complexity of the problem are discussed by Lane (1969) (Snow, 1968a(Snow, , 1969Rocha and Franciss, 1977), where the emphasis has been on different conditions for the fractures (degree of opening, filling material, roughness of the surfaces, etc.) and on the determination of the permeability coefficient.…”
Section: = (5)mentioning
confidence: 98%
“…Nonetheless, a case in British Columbia, Canada, has shown that equivalent porous media model may return valid results and be useful for characterizing and quantifying hydraulic properties of fractured rock aquifers at a regional scale (Surrete 2006). Structural domains were defined by using joint density data and modeling with a stochastic, discrete joint system of equivalent porous media ( Fig (Bianchi & Snow 1968;Snow 1968Snow , 1969Snow , 1970Rocha & Franciss 1977;Long et al 1982;Oda 1985;Raven 1986). For illustration purposes, two of these studies of permeability tensors are further described.…”
Section: Equivalent Porous Media Models and The Permeability Tensormentioning
confidence: 99%