2023
DOI: 10.1063/5.0153532
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A comprehensive mathematical model for spontaneous imbibition in oil-saturated fractured tight sandstones: Incorporating fracture distribution, displacement pressure, gravity, and buoyancy effects

Abstract: This paper presents a generalized mathematical model that comprehensively characterizes the flow behavior of matrix nanopores and natural/hydraulic fractures in tight oil reservoirs during spontaneous imbibition. The model incorporates various influencing factors such as fracture distribution, displacement pressure gradient, gravity, and buoyancy. The complex pore structure of tight oil reservoirs, including nanopores and natural microfractures, presents a challenge in developing an accurate mathematical model… Show more

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Cited by 8 publications
(2 citation statements)
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“…At present, many scholars have studied the imbibition process of shale, fractured gas reservoir, and sandstone through laboratory tests, but there are few studies on coal imbibition. Yue et al used the traditional slice method, water-sensitive indicator method, and resistivity method to study the evolution behavior of water absorption volume and water absorption height of coal with water absorption time in the process of self-absorption.…”
Section: Introductionmentioning
confidence: 99%
“…At present, many scholars have studied the imbibition process of shale, fractured gas reservoir, and sandstone through laboratory tests, but there are few studies on coal imbibition. Yue et al used the traditional slice method, water-sensitive indicator method, and resistivity method to study the evolution behavior of water absorption volume and water absorption height of coal with water absorption time in the process of self-absorption.…”
Section: Introductionmentioning
confidence: 99%
“…Simultaneously, the effects of factors such as fracture distribution, temperature, displacement pressure, and surfactants on the imbibition process are currently the focal points of research. In fact, numerous scholars have conducted extensive research on various influencing factors through laboratory experiments, mathematical models, and numerical simulations . For instance, Wang and Yue proposed a comprehensive mathematical model that integrates various aspects of fracture distribution in imbibition processes within tight rock formations, encompassing parameters such as fractal dimension, the number of fractures, fracture size, and their influence on the imbibition mechanisms. Using the phase-field method, Shi et al found, based on the developed nonisothermal oil–water imbibition flow model, that temperature influences the imbibition process by altering the oil–water contact angles, oil–water IFT, and the viscosity ratio between oil and water.…”
Section: Introductionmentioning
confidence: 99%