Technical Notes - The Concept “Hydraulic Radius” in Porous Media

The American Institute of Mining, Metallurgical, and Petroleum Engineers
G. J. Harmsen
Organization:
The American Institute of Mining, Metallurgical, and Petroleum Engineers
Pages:
4
File Size:
231 KB
Publication Date:
Jan 1, 1956

Abstract

is shown that in any isotropic porous medium there is a fixed ratio, : , between the numerical valrles of the total pore perimeter per unit of cross-section and the specific surface area per unit of bulk volume. The consequences of this fact on the use of the concept "hydraulic radius" in the case of porous media are examined. The validity for consolidated sands of Kozeny's rela- tionship and of the formula derived by Carman for capillary rise are discussed. INTRODUCTION In the course of time several quantities and relations have been put forward in order to describe the texture of a porous medium and the flow of fluid through it. Among these relations the so-called Kozeny formula and a formula for capillary rise, for both of which Carman',' has given a derivation, will be specially considered here. These relations are of a semi-empirical nature and the derivations must be considered to have a heuristic significance only. For unconsolidated mate-
Citation

APA: G. J. Harmsen  (1956)  Technical Notes - The Concept “Hydraulic Radius” in Porous Media

MLA: G. J. Harmsen Technical Notes - The Concept “Hydraulic Radius” in Porous Media. The American Institute of Mining, Metallurgical, and Petroleum Engineers, 1956.

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