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ASTM Selected Technical Papers
Permeability and Capillarity of Soils
By
A. I. Johnson
A. I. Johnson
1
Chief
, Hydrologic Laboratory,
U. S. Geological Survey
,
Denver, Colo., symposium chairman
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ISBN-10:
0-8031-6635-4
ISBN:
978-0-8031-6635-6
No. of Pages:
217
Publisher:
ASTM International
Publication date:
1967

Evidence for deviations from Darcy's law during hydraulic flow through fine-grained soils is reviewed. Abnormal water properties, electrokinetic coupling, fabric changes under the action of seepage forces, and experimental errors are considered as possible causes for the observed behavior. Data are presented to suggest deviations from Darcy's law in saturated kaolinite and in saturated, compacted silty clay. No evidence for a threshold gradient was found for these materials. The behavior of the compacted specimens was such as to indicate that particle migrations are more likely causes for non-Darcy flow than are abnormal water properties. Support for this conclusion was provided by the results of tests wherein pore pressure distributions along the length of specimens were determined during flow. In this way it was possible to determine the variations in hydraulic gradient with time at different points in the sample. The effects of non-Darcy flow behavior in soil mechanics problems are discussed. If high gradient tests are used in the laboratory, the results may bear little relationship to the behavior in the field where gradients seldom exceed unity. Data are presented illustrating the variation of excess pore pressure with time at several points throughout the height of a consolidating clay specimen. The results indicate, contrary to other evidence in the literature, that there could have not been a threshold gradient for flow. Because of the considerable experimental uncertainty associated with permeability measurements on fine-grained soils, laboratory test results must be interpreted with caution.

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and
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).
6.
Lutz
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and
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, “
Intrinsic Permeability of Clay as Affected by Clay-Water Interaction
,”
Soil Science
 0038-075X, Vol
88
,
1959
, pp. 83–90.
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and
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, “
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,”
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, “
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,”
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,
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, pp. 22–29.
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Swartzendruber
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Non-Darcy Behavior and Flow Behavior in Liquid-Saturated Porous Media
,”
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14.
Swartzendruber
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, “
Non-Darcy Behavior and Flow of Water in Unsaturated Soils
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Proceedings, Soil Science Society of Am.
 0038-0776,
1963
, pp. 491–495.
15.
Florin
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, “
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,”
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,
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Roza
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and
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, “
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, No.
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,
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, pp. 203–213.
17.
Olsen
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, “
Deviations from Darcy's Law in Saturated Clays
,”
Proceedings, Soil Science Society of Am.
 0038-0776,
1965
, pp. 135–140.
18.
Gupta
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and
Swartzendruber
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, “
Flow-Associated Reduction in the Hydraulic Conductivity of Quartz Sand
,”
Proceedings, Soil Science Society of Am.
 0038-0776,
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, pp. 6–10.
19.
Gray
D. H.
, “
Coupled Flow Phenomena in Clay-Water Systems
,” Ph.D. thesis,
University of California
, Berkeley, Calif.,
1966
.
20.
Hooper
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, “
Some Fundamental Factors Affecting the Permeability of Compacted Clay
,” M.S. thesis,
University of California
, Berkeley, Calif., June, 1960.
21.
Mitchell
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,
Hooper
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, and
Campanella
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, “
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,”
Journal, Soil Mechanics and Foundations Div., ASCE
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22.
Campanella
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, “
The Effect of Temperature and Stress on the Time-Deformation Behaviour of Saturated Clay
,” Ph.D. thesis,
University of California
, Berkeley, Calif.,
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23.
Taylor
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, “
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,”
Serial 82
,
Massachusetts Institute of Technology, Department of Civil Engineering
,
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Girault
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, “
A Study of the Consolidation of Mexico City Clay
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Purdue University
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25.
Leonards
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and
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, “
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, ASTM STP 254,
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,
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, p. 116.
26.
Barden
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and
Berry
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, “
Consolidation of Normally Consolidated Clay
,”
Journal, Soil Mechanics and Foundations Div., ASCE
 0044-7994, September,
1965
, pp. 15–36.
27.
Gibson
R. E.
and
Marsland
A.
, “
Pore-Water Pressure Observations in a Saturated Alluvial Deposit Beneath a Loaded Oil Tank
,”
Proceedings
, Conference on Pore Pressure and Suction in Soils,
Institute of Civil Engineering
,
Butter-worth, London
,
1960
, pp. 112–118.
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