Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network

Abstract: In recent years, multi-stage hydraulic fracturing technologies have greatly facilitated the development of unconventional oil and gas resources. However, a quantitative description of the “complexity” of the fracture network created by the hydraulic fracturing is confronted with many unsol...

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Main Authors: Wendong Wang, Yuliang Su, Bin Yuan, Kai Wang, Xiaopeng Cao
Format: Article
Language:English
Published: MDPI AG 2018-01-01
Series:Energies
Subjects:
Online Access:http://www.mdpi.com/1996-1073/11/2/286
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spelling doaj-3eb011e6d2a14bdd8548a045690e40ff2020-11-24T22:01:59ZengMDPI AGEnergies1996-10732018-01-0111228610.3390/en11020286en11020286Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured NetworkWendong Wang0Yuliang Su1Bin Yuan2Kai Wang3Xiaopeng Cao4School of Petroleum Engineering, China University of Petroleum (East China), Qingdao 266580, ChinaSchool of Petroleum Engineering, China University of Petroleum (East China), Qingdao 266580, ChinaDepartment of Geoscience, University of Calgary, Calgary, AB T2N1N4, CanadaMewbourne School of Petroleum and Geological Engineering, University of Oklahoma, Norman, OK 73019, USAShengli Oil Field Exploration and Development Research Institute, Dongying 257000, ChinaAbstract: In recent years, multi-stage hydraulic fracturing technologies have greatly facilitated the development of unconventional oil and gas resources. However, a quantitative description of the “complexity” of the fracture network created by the hydraulic fracturing is confronted with many unsolved challenges. Given the multiple scales and heterogeneity of the fracture system, this study proposes a “bifurcated fractal” model to quantitatively describe the distribution of induced hydraulic fracture networks. The construction theory is employed to generate hierarchical fracture patterns as a scaled numerical model. With the implementation of discrete fractal-fracture network modeling (DFFN), fluid flow characteristics in bifurcated fractal fracture networks are characterized. The effects of bifurcated fracture length, bifurcated tendency, and number of bifurcation stages are examined. A field example of the fractured horizontal well is introduced to calibrate the accuracy of the flow model. The proposed model can provide a more realistic representation of complex fracture networks around a fractured horizontal well, and offer the way to quantify the “complexity” of the fracture network in shale reservoirs. The simulation results indicate that the geometry of the bifurcated fractal fracture network model has a significant impact on production performance in the tight reservoir, and enhancing connectivity of each bifurcate fracture is the key to improve the stimulation performance. In practice, this work provides a novel and efficient workflow for complex fracture characterization and production prediction in naturally-fractured reservoirs of multi-stage fractured horizontal wells.http://www.mdpi.com/1996-1073/11/2/286numerical simulationfractal theorydiscrete fractal-fracture networkfractured horizontal well
collection DOAJ
language English
format Article
sources DOAJ
author Wendong Wang
Yuliang Su
Bin Yuan
Kai Wang
Xiaopeng Cao
spellingShingle Wendong Wang
Yuliang Su
Bin Yuan
Kai Wang
Xiaopeng Cao
Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network
Energies
numerical simulation
fractal theory
discrete fractal-fracture network
fractured horizontal well
author_facet Wendong Wang
Yuliang Su
Bin Yuan
Kai Wang
Xiaopeng Cao
author_sort Wendong Wang
title Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network
title_short Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network
title_full Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network
title_fullStr Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network
title_full_unstemmed Numerical Simulation of Fluid Flow through Fractal-Based Discrete Fractured Network
title_sort numerical simulation of fluid flow through fractal-based discrete fractured network
publisher MDPI AG
series Energies
issn 1996-1073
publishDate 2018-01-01
description Abstract: In recent years, multi-stage hydraulic fracturing technologies have greatly facilitated the development of unconventional oil and gas resources. However, a quantitative description of the “complexity” of the fracture network created by the hydraulic fracturing is confronted with many unsolved challenges. Given the multiple scales and heterogeneity of the fracture system, this study proposes a “bifurcated fractal” model to quantitatively describe the distribution of induced hydraulic fracture networks. The construction theory is employed to generate hierarchical fracture patterns as a scaled numerical model. With the implementation of discrete fractal-fracture network modeling (DFFN), fluid flow characteristics in bifurcated fractal fracture networks are characterized. The effects of bifurcated fracture length, bifurcated tendency, and number of bifurcation stages are examined. A field example of the fractured horizontal well is introduced to calibrate the accuracy of the flow model. The proposed model can provide a more realistic representation of complex fracture networks around a fractured horizontal well, and offer the way to quantify the “complexity” of the fracture network in shale reservoirs. The simulation results indicate that the geometry of the bifurcated fractal fracture network model has a significant impact on production performance in the tight reservoir, and enhancing connectivity of each bifurcate fracture is the key to improve the stimulation performance. In practice, this work provides a novel and efficient workflow for complex fracture characterization and production prediction in naturally-fractured reservoirs of multi-stage fractured horizontal wells.
topic numerical simulation
fractal theory
discrete fractal-fracture network
fractured horizontal well
url http://www.mdpi.com/1996-1073/11/2/286
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