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Study of the efficiency of machine learning algorithms based on data of various rocks

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1. Title Title of document Study of the efficiency of machine learning algorithms based on data of various rocks
2. Creator Author's name, affiliation, country Bakhytzhan K. Assilbekov; Satbayev University; KBTU BIGSoft; Kazakhstan
2. Creator Author's name, affiliation, country Nurlykhan Ye. Kalzhanov; KBTU BIGSoft; Al-Farabi Kazakh National University; Kazakhstan
2. Creator Author's name, affiliation, country Darezhat A. Bolysbek; Satbayev University; Al-Farabi Kazakh National University; Kazakhstan
2. Creator Author's name, affiliation, country Kenboy Sh. Uzbekaliyev; Satbayev University; Kazakhstan
2. Creator Author's name, affiliation, country Bakbergen Ye. Bekbau; Satbayev University
2. Creator Author's name, affiliation, country Alibek B. Kuljabekov; Satbayev University; KBTU BIGSoft; Kazakhstan
3. Subject Discipline(s)
3. Subject Keyword(s) machine learning; Random Forest, XGBoost; Extra Trees; absolute permeability; carbonate rocks; X-Ray microcomputed tomography
4. Description Abstract

Background: Absolute permeability plays an important role in studying the fluids flow in porous media during the development of oil and gas reservoirs, the injection of CO2 into reservoirs for storage, the monitoring of pollutants migration in underground aquifers, and the modeling of catalytic systems. Therefore, an accurate and fast evaluation of its values is an important task.

Aim: The purpose of this article is to study the applicability of machine learning methods for predicting the absolute permeability of carbonate samples, as well as ways to improve the prediction of permeability.

Materials and methods: The input data is 408 small volumes extracted from four cylindrical carbonate samples composed almost entirely of calcite. Input data includes total and connected porosity, specific surface area, radii of all and only connected pores, coordination number, throat radius and length, tortuosity, and absolute permeability. Permeability prediction is carried out using regression machine learning methods such as random forest, extremely random trees and extended gradient boosting. Parameters (data) of small volumes were determined using pore-scale modeling of water flow in their pore space applying a specialized Avizo software.

Results: Data of small volumes extracted from fractured and non-fractured samples were analyzed, and the results showed that there are good relationships between many parameters of small volumes. For example, the connected and total porosity have a second-order polynomial relationship with a high correlation coefficient. Using the above-mentioned regression machine learning methods, absolute permeability values were predicted when input data divided into training and testing data in a ratio of 80/20 and 70/30.

Conclusion: Using the logarithm of permeability instead of permeability itself and considering fractured and non-fractured samples separately, can increase the accuracy of absolute permeability prediction using the above-mentioned machine learning methods up to 90%. The extremely random trees method is the most accurate among the three machine learning methods considered for our task.

5. Publisher Organizing agency, location KMG Engineering
6. Contributor Sponsor(s) Committee of Science of the Ministry of Science and Higher Education of the Republic of Kazakhstan (AP09058419)
7. Date (DD-MM-YYYY) 15.11.2023
8. Type Status & genre Peer-reviewed Article
8. Type Type Research Article
9. Format File format
10. Identifier Uniform Resource Identifier https://vestnik-ngo.kz/2707-4226/article/view/108649
10. Identifier Digital Object Identifier (DOI) 10.54859/kjogi108649
10. Identifier Digital Object Identifier (DOI) (PDF (Rus)) 10.54859/kjogi108649-82043
11. Source Title; vol., no. (year) Kazakhstan journal for oil & gas industry; Vol 5, No 3 (2023)
12. Language English=en ru
13. Relation Supp. Files Figure 1. 3D digital models of samples (a), extraction of small volumes (b) and display of existing fractures in sample #2 (c) (217KB) doi: 10.54859/kjogi108649-66096
Figure 2. Pairwise (a) and correlation matrix (b) for the initial data (310KB) doi: 10.54859/kjogi108649-66097
Figure 3. Predicted and true permeability for data division in the ratio of 70/30 (a) and 80/20 (b) (144KB) doi: 10.54859/kjogi108649-66098
Figure 4. Feature importances in permeability prediction using Random Forest (left), Extra Tree (center), and XGBoost (right) methods (115KB) doi: 10.54859/kjogi108649-66099
Figure 5. Pairwise (a) and correlation matrix (b) for the initial data (324KB) doi: 10.54859/kjogi108649-66100
Figure 6. Predicted and true permeability for data division in the ratio of 70/30 (a) and 80/20 (b) (120KB) doi: 10.54859/kjogi108649-66101
Figure 7. Pair-plots and distribution diagrams of small volumes, extracted from non-fractured (a) and fractured (b) samples (401KB) doi: 10.54859/kjogi108649-66102
Figure 8. Correlation matrix for the initial data of small volumes, extracted from non-fractured (a) and fractured (b) samples (245KB) doi: 10.54859/kjogi108649-66103
Figure 9. Predicted and true permeabilities of small volumes extracted from non-fractured samples for the data division in a ratio of 70/30 (a) and 80/20 (b) (92KB) doi: 10.54859/kjogi108649-66104
Figure 10. Predicted and true permeabilities of small volumes extracted from a fractured sample for the data division in a ratio of 70/30 (a) and 80/20 (b) (101KB) doi: 10.54859/kjogi108649-66105
Figure 11. Predicted and true permeabilities of small volumes extracted from (a) fractured and (b) non-fractured samples during blind tests (95KB) doi: 10.54859/kjogi108649-66106
14. Coverage Geo-spatial location, chronological period, research sample (gender, age, etc.)
15. Rights Copyright and permissions Copyright (c) 2023 Assilbekov B.K., Kalzhanov N.Y., Bolysbek D.A., Uzbekaliyev K.S., Bekbau B.Y., Kuljabekov A.B.
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