FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2530283682> ?p ?o ?g. }

• W2530283682 endingPage "1509" @default.
• W2530283682 startingPage "1508" @default.
• W2530283682 abstract "Fractal dimension is often used to characterize the distribution of complexity fractures. However, the existing fractal dimension calculation method can only obtain one fractal dimension for a specific fracture network, which cannot accurately describe the complexity hydraulic fractures with strong heterogeneity. This work considers the actual distribution of complex hydraulic fractures in stimulated reservoir area, calculate fractal dimensions of complex hydraulic fractures at different regions. A new quantitative model is established to describes the distribution of heterogeneous fractal dimensions (QM-FD), and obtains the relationship between fractal dimensions and fracture locations. Combined with the heterogeneous fractal dimensions for complex hydraulic fractures, the porosity/permeability/compressibility of complex fractures is determined, and a more general distribution of flow capacity parameters of complex fractures is obtained. A conceptual reservoir model with complex hydraulic fractures is given in the work, and the fractal dimension distribution is described with the proposed approach, then the permeability is calculated with the fractal dimensions. The permeability calculated by heterogeneous fractal dimensions and the actual permeability is compared, and results show that the fitting rate between the calculated permeability and the real value is higher than 93%. The proposed approach is used in four typical reservoirs with complex hydraulic fractures, the fractal dimensions and equivalent permeability is calculated and compared with that from conventional fractal model. The conventional fractal model is poor in dealing with the description of complex hydraulic fractures with non-monotonic changes, and the fitting rate is below then 60%. While the fitting rate of the equivalent permeability calculated by the heterogeneous fractal dimensions in this work and the actual permeability is higher than 92%. The calculation approach of heterogeneous fractal dimensions proposed in the work can be applied to parameter characterization of complex fractures, which provides effective help for flow simulation and productivity prediction of unconventional reservoirs." @default.
• W2530283682 created "2016-10-21" @default.
• W2530283682 creator A5028777364 @default.
• W2530283682 creator A5046566848 @default.
• W2530283682 creator A5089351430 @default.
• W2530283682 date "2015-09-01" @default.
• W2530283682 modified "2023-09-26" @default.
• W2530283682 title "Virtual special issue: Stimulation and hydraulic fracturing technology in natural gas reservoirs: Theory and case studies (2012–2015)" @default.
• W2530283682 cites W1105295391 @default.
• W2530283682 cites W1122437057 @default.
• W2530283682 cites W1473759205 @default.
• W2530283682 cites W1966429906 @default.
• W2530283682 cites W1970484852 @default.
• W2530283682 cites W1976403689 @default.
• W2530283682 cites W1982312199 @default.
• W2530283682 cites W1988210281 @default.
• W2530283682 cites W1992902581 @default.
• W2530283682 cites W2000220454 @default.
• W2530283682 cites W2008442754 @default.
• W2530283682 cites W2011946778 @default.
• W2530283682 cites W2011994737 @default.
• W2530283682 cites W2014814472 @default.
• W2530283682 cites W2019972315 @default.
• W2530283682 cites W2024379862 @default.
• W2530283682 cites W2028342162 @default.
• W2530283682 cites W2036339687 @default.
• W2530283682 cites W2043924858 @default.
• W2530283682 cites W2044418880 @default.
• W2530283682 cites W2046807594 @default.
• W2530283682 cites W2048545185 @default.
• W2530283682 cites W2054527136 @default.
• W2530283682 cites W2057351767 @default.
• W2530283682 cites W2057914509 @default.
• W2530283682 cites W2066204365 @default.
• W2530283682 cites W2070251627 @default.
• W2530283682 cites W2071088940 @default.
• W2530283682 cites W2082498169 @default.
• W2530283682 cites W2086509780 @default.
• W2530283682 cites W2087549629 @default.
• W2530283682 cites W2088732539 @default.
• W2530283682 cites W2091808640 @default.
• W2530283682 cites W2530283682 @default.
• W2530283682 cites W320187996 @default.
• W2530283682 cites W347053640 @default.
• W2530283682 cites W417196500 @default.
• W2530283682 cites W4243025217 @default.
• W2530283682 cites W780936686 @default.
• W2530283682 cites W797932036 @default.
• W2530283682 cites W968066778 @default.
• W2530283682 cites W986178925 @default.
• W2530283682 doi "https://doi.org/10.1016/j.jngse.2015.09.002" @default.
• W2530283682 hasPublicationYear "2015" @default.
• W2530283682 type Work @default.
• W2530283682 sameAs 2530283682 @default.
• W2530283682 citedByCount "12" @default.
• W2530283682 countsByYear W25302836822015 @default.
• W2530283682 countsByYear W25302836822018 @default.
• W2530283682 countsByYear W25302836822019 @default.
• W2530283682 countsByYear W25302836822020 @default.
• W2530283682 countsByYear W25302836822021 @default.
• W2530283682 countsByYear W25302836822022 @default.
• W2530283682 crossrefType "journal-article" @default.
• W2530283682 hasAuthorship W2530283682A5028777364 @default.
• W2530283682 hasAuthorship W2530283682A5046566848 @default.
• W2530283682 hasAuthorship W2530283682A5089351430 @default.
• W2530283682 hasConcept C120882062 @default.
• W2530283682 hasConcept C121332964 @default.
• W2530283682 hasConcept C121864883 @default.
• W2530283682 hasConcept C127313418 @default.
• W2530283682 hasConcept C134306372 @default.
• W2530283682 hasConcept C185592680 @default.
• W2530283682 hasConcept C187320778 @default.
• W2530283682 hasConcept C2524010 @default.
• W2530283682 hasConcept C26546657 @default.
• W2530283682 hasConcept C2779096232 @default.
• W2530283682 hasConcept C33923547 @default.
• W2530283682 hasConcept C40636538 @default.
• W2530283682 hasConcept C41625074 @default.
• W2530283682 hasConcept C55493867 @default.
• W2530283682 hasConcept C57879066 @default.
• W2530283682 hasConcept C6648577 @default.
• W2530283682 hasConcept C78762247 @default.
• W2530283682 hasConceptScore W2530283682C120882062 @default.
• W2530283682 hasConceptScore W2530283682C121332964 @default.
• W2530283682 hasConceptScore W2530283682C121864883 @default.
• W2530283682 hasConceptScore W2530283682C127313418 @default.
• W2530283682 hasConceptScore W2530283682C134306372 @default.
• W2530283682 hasConceptScore W2530283682C185592680 @default.
• W2530283682 hasConceptScore W2530283682C187320778 @default.
• W2530283682 hasConceptScore W2530283682C2524010 @default.
• W2530283682 hasConceptScore W2530283682C26546657 @default.
• W2530283682 hasConceptScore W2530283682C2779096232 @default.
• W2530283682 hasConceptScore W2530283682C33923547 @default.
• W2530283682 hasConceptScore W2530283682C40636538 @default.
• W2530283682 hasConceptScore W2530283682C41625074 @default.
• W2530283682 hasConceptScore W2530283682C55493867 @default.
• W2530283682 hasConceptScore W2530283682C57879066 @default.
• W2530283682 hasConceptScore W2530283682C6648577 @default.

• next