Open AccessFiltering pore chanels distribution density in Western Siberia
Author(s) -
R.T. Akhmetov,
AUTHOR_ID,
Л. С. Кулешова,
R. U. Rabaev,
В. В. Мухаметшин,
A. M. Malyarenko,
D. I. Kobishcha,
D I Akhmetshina,
AUTHOR_ID,
AUTHOR_ID,
AUTHOR_ID,
AUTHOR_ID,
AUTHOR_ID,
AUTHOR_ID
Publication year - 2021
Publication title -
elmi əsərlər
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.409
H-Index - 11
eISSN - 2218-8622
pISSN - 2218-6867
DOI - 10.5510/ogp2021si200600
Subject(s) - filtration (mathematics) , capillary action , radius , capillary pressure , channel (broadcasting) , filter (signal processing) , work (physics) , probability density function , mechanics , distribution (mathematics) , materials science , porous medium , porosity , mathematics , thermodynamics , physics , mathematical analysis , statistics , computer science , composite material , computer network , computer security , computer vision
It is well known that information on filter channels distribution density can be obtained based on the data of core samples capillary studies in laboratory conditions. The curve of the fractional participation of pore channels in filtration, as a rule, is obtained by numerical processing of the capillary studies results. In this study, using a generalized mathematical model of capillary curves, an analytical solution is obtained for filtration channels distribution density by size in the conditions of Western Siberia reservoirs. The work shows that the main share in the filtration is taken by pore channels, the sizes of which are close to the maximum value. The density function of the filtering channels is mainly determined by the maximum radius and heterogeneity of the pore channel size distribution. Keywords: capillary pressure curve; generalized model; distribution density; filtering channels.