Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield

Granitic rock from the western part of the Canadian Shield is considered as a potential host rock for the siting of a deep geological repository for the storage of heat-emitting high-level nuclear fuel waste. The research program focused on the use of surface permeability measurements conducted at 5...

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Main Authors: A. P. S. Selvadurai, A. Blain-Coallier, P. A. Selvadurai
Format: Article
Language:English
Published: MDPI AG 2020-07-01
Series:Minerals
Subjects:
Online Access:https://www.mdpi.com/2075-163X/10/8/667
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author A. P. S. Selvadurai
A. Blain-Coallier
P. A. Selvadurai
author_facet A. P. S. Selvadurai
A. Blain-Coallier
P. A. Selvadurai
author_sort A. P. S. Selvadurai
collection DOAJ
description Granitic rock from the western part of the Canadian Shield is considered as a potential host rock for the siting of a deep geological repository for the storage of heat-emitting high-level nuclear fuel waste. The research program focused on the use of surface permeability measurements conducted at 54 locations on a 300 mm cuboid of granite, obtained from the Lac du Bonnet region in Manitoba, to obtain an estimate for the effective permeability of the cuboid. Companion experiments are conducted on a 280 mm cuboid of granite obtained from Stanstead, Quebec, located in the eastern part of the Canadian Shield. The surface permeabilities for the cuboids of granite are developed from theoretical relationships applicable to experimental situations where steady flow is initiated at a sealed annular surface region with a pressurized central domain. The experimental values for the surface permeability are used with a kriging procedure to estimate the permeability variations within the cuboidal region. The spatial variations of permeability are implemented in computational models of the cuboidal regions to determine the one-dimensional permeabilities in three orthogonal directions. The effective permeability of the granite cuboids is estimated by appeal to the geometric mean. The research provides a non-destructive methodology for estimating the effective permeability of large specimens of rock and the experiments performed give estimates for the effective permeability of the two types of granitic rock obtained from the western and eastern flanks of the Canadian Shield.
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spelling doaj.art-08b373161f294f37a24841d924cdc0e32023-11-20T08:05:43ZengMDPI AGMinerals2075-163X2020-07-0110866710.3390/min10080667Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian ShieldA. P. S. Selvadurai0A. Blain-Coallier1P. A. Selvadurai2Department of Civil Engineering and Applied Mechanics, McGill University, 817 Sherbrooke Street West, Montréal, QC H3A OC3, CanadaDepartment of Civil Engineering and Applied Mechanics, McGill University, 817 Sherbrooke Street West, Montréal, QC H3A OC3, CanadaSwiss Seismological Service, ETH Zurich, CH-8092 Zurich, SwitzerlandGranitic rock from the western part of the Canadian Shield is considered as a potential host rock for the siting of a deep geological repository for the storage of heat-emitting high-level nuclear fuel waste. The research program focused on the use of surface permeability measurements conducted at 54 locations on a 300 mm cuboid of granite, obtained from the Lac du Bonnet region in Manitoba, to obtain an estimate for the effective permeability of the cuboid. Companion experiments are conducted on a 280 mm cuboid of granite obtained from Stanstead, Quebec, located in the eastern part of the Canadian Shield. The surface permeabilities for the cuboids of granite are developed from theoretical relationships applicable to experimental situations where steady flow is initiated at a sealed annular surface region with a pressurized central domain. The experimental values for the surface permeability are used with a kriging procedure to estimate the permeability variations within the cuboidal region. The spatial variations of permeability are implemented in computational models of the cuboidal regions to determine the one-dimensional permeabilities in three orthogonal directions. The effective permeability of the granite cuboids is estimated by appeal to the geometric mean. The research provides a non-destructive methodology for estimating the effective permeability of large specimens of rock and the experiments performed give estimates for the effective permeability of the two types of granitic rock obtained from the western and eastern flanks of the Canadian Shield.https://www.mdpi.com/2075-163X/10/8/667the Canadian Shieldpermeability of graniteinnovative experimentslarge sample testingeffective permeabilitygeometric mean
spellingShingle A. P. S. Selvadurai
A. Blain-Coallier
P. A. Selvadurai
Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield
Minerals
the Canadian Shield
permeability of granite
innovative experiments
large sample testing
effective permeability
geometric mean
title Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield
title_full Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield
title_fullStr Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield
title_full_unstemmed Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield
title_short Estimates for the Effective Permeability of Intact Granite Obtained from the Eastern and Western Flanks of the Canadian Shield
title_sort estimates for the effective permeability of intact granite obtained from the eastern and western flanks of the canadian shield
topic the Canadian Shield
permeability of granite
innovative experiments
large sample testing
effective permeability
geometric mean
url https://www.mdpi.com/2075-163X/10/8/667
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