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MECHANICS
Recovery of absolute permeability of hydrocarbon deposits with secondary filtration-capacitive properties using wavelet transforms
A. A. Orlova, A. S. Russkikhb a Tomsk Polytechnic University,
Tomsk, Russian Federation
b Tyumen Branch of SurgutNIPIneft of Surgutneftegas,
Tyumen, Russian Federation
Abstract:
Due to depletion of hydrocarbon reserves in “traditional” porous reservoirs, it becomes necessary to study and evaluate the prospects for the development of reservoirs with secondary porosity-permeability properties (SPP).
Permeability in reservoirs with SPP is described in a hydrodynamic simulator using a dualenvironment model represented as a set of porous blocks (matrix) separated by a system.
One of the most important hydrodynamic model (HDM) parameters is the absolute reservoir permeability coefficient. However, recovery of the latter for reservoirs with SPP by standard methods is impossible. The purpose of this research is to restore a cube of the absolute permeability of a hydrocarbon reservoir with SPP using the wavelet transform method which accounts for the structure, to reproduce well dynamics in the HDM, and to analyze the applicability of the obtained maps when predicting distribution of productive zones.
Wavelet-decomposition maps give a detailed description of the structural surface amplitude corresponding to the geological representation: the most productive zones are those with structural failures such as bending or dome.
The downhole historical matching for bottom-hole pressure measurements and the dynamics of the work implemented using the wavelet transform method are performed in accordance with regulation requirements, which allow one to use a hydrodynamic model in the calculation of predictive options.
Keywords:
secondary porosity-permeability properties, absolute permeability, wavelet transform, hydrodynamic modeling.
Received: 15.05.2020
Citation:
A. A. Orlov, A. S. Russkikh, “Recovery of absolute permeability of hydrocarbon deposits with secondary filtration-capacitive properties using wavelet transforms”, Vestn. Tomsk. Gos. Univ. Mat. Mekh., 2020, no. 68, 106–117
Linking options:
https://www.mathnet.ru/eng/vtgu819 https://www.mathnet.ru/eng/vtgu/y2020/i68/p106
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