Search citation statements
Paper Sections
Citation Types
Year Published
Publication Types
Relationship
Authors
Journals
Reservoir connectivity analysis (RCA) is routinely performed in reservoir modeling/simulation, but its scope is limited by existing tools. Reservoir simulation is too expensive to do RCA at geologic scale while streamline simulation works only for single permeability models. This paper presents a game-change method for RCA that is capable to analyze geologic/dynamic models with 106 ~ 109 cells in a matter of seconds or minutes using a regular PC for single- and dual-porosity/dual-permeability models. Using the graph theory, a 3D model with single- or dual-porosity/dual-permeability is converted into a graph with nodes and connections. Local fluid travel time proxies are calculated from reservoir rock/fluid properties and assigned to each connection. Global fluid travel time proxies are generated using Dijkstra’s shortest path algorithm and calibrated with reservoir surveillance data, e.g., interference test, tracer flow simulation and PLTs etc. The calibrated fluid travel time proxies are applied to create connectivity map between wells, plumbing charts, swept volume, and vertical conformance at a given scale. Multiple geologic scenarios and their upscaled dynamic models are analyzed and compared. The proposed method was successfully applied in a giant carbonate reservoir that consists of the matrix dominated platform and highly connected fractures/karst rim. Due to complex geology and high H2S content, a dual-permeability compositional model was created to model the compositional sour crude flow with 132 million geologic cells and 4 million dynamic cells. Performing RCA at the geologic scale is important but cannot be done using the company’s computing resources. In addition, the preservation of the reservoir connectivity of the fine-scale geologic model in the coarse-scale dynamic model cannot be confirmed easily. Using this novel method, the fluid travel time proxies from the fine-scale and coarse-scale models were effectively estimated and found to be strongly correlated with the field interference test, tracer flow and PLT measurements. As a result, a connectivity map between wells, plumbing charts, swept volumes, and vertical conformance can be created for the robust field development/optimization plans with plausible geologic scenarios and accurate static/dynamic models. The quality of upscaling from the fine-scale model to the coarse-scale model was checked and confirmed. Connectivity map was constructed to quantify and visualize the fastest flow paths between wells and plumbing charts were built in platform-rim regions to assess reservoir connectivity between geologic zones. Also, PLTs were matched without running expensive simulations. The novelness of the proposed method for RCA is that it provides a tool that can reveal the detailed connectivity networks between wells, plumbing charts, swept volume, and vertical conformance at a very fine geologic scale using a regular desktop computer, which cannot be done effectively with any available commercial tools. It also, for the first time, gives a way to confirm the preservation of the reservoir connectivity from a fine-scale geologic model to its coarse-scale dynamic model.
Reservoir connectivity analysis (RCA) is routinely performed in reservoir modeling/simulation, but its scope is limited by existing tools. Reservoir simulation is too expensive to do RCA at geologic scale while streamline simulation works only for single permeability models. This paper presents a game-change method for RCA that is capable to analyze geologic/dynamic models with 106 ~ 109 cells in a matter of seconds or minutes using a regular PC for single- and dual-porosity/dual-permeability models. Using the graph theory, a 3D model with single- or dual-porosity/dual-permeability is converted into a graph with nodes and connections. Local fluid travel time proxies are calculated from reservoir rock/fluid properties and assigned to each connection. Global fluid travel time proxies are generated using Dijkstra’s shortest path algorithm and calibrated with reservoir surveillance data, e.g., interference test, tracer flow simulation and PLTs etc. The calibrated fluid travel time proxies are applied to create connectivity map between wells, plumbing charts, swept volume, and vertical conformance at a given scale. Multiple geologic scenarios and their upscaled dynamic models are analyzed and compared. The proposed method was successfully applied in a giant carbonate reservoir that consists of the matrix dominated platform and highly connected fractures/karst rim. Due to complex geology and high H2S content, a dual-permeability compositional model was created to model the compositional sour crude flow with 132 million geologic cells and 4 million dynamic cells. Performing RCA at the geologic scale is important but cannot be done using the company’s computing resources. In addition, the preservation of the reservoir connectivity of the fine-scale geologic model in the coarse-scale dynamic model cannot be confirmed easily. Using this novel method, the fluid travel time proxies from the fine-scale and coarse-scale models were effectively estimated and found to be strongly correlated with the field interference test, tracer flow and PLT measurements. As a result, a connectivity map between wells, plumbing charts, swept volumes, and vertical conformance can be created for the robust field development/optimization plans with plausible geologic scenarios and accurate static/dynamic models. The quality of upscaling from the fine-scale model to the coarse-scale model was checked and confirmed. Connectivity map was constructed to quantify and visualize the fastest flow paths between wells and plumbing charts were built in platform-rim regions to assess reservoir connectivity between geologic zones. Also, PLTs were matched without running expensive simulations. The novelness of the proposed method for RCA is that it provides a tool that can reveal the detailed connectivity networks between wells, plumbing charts, swept volume, and vertical conformance at a very fine geologic scale using a regular desktop computer, which cannot be done effectively with any available commercial tools. It also, for the first time, gives a way to confirm the preservation of the reservoir connectivity from a fine-scale geologic model to its coarse-scale dynamic model.
Reservoir heterogeneity is a key factor in modelling reservoir performance. Heterogeneity measures can be calculated for a given permeability field, but not straight forward to reverse the process. Detailed heterogeneity can be built into a fine-scale model but can be lost during upscaling to a coarse-scale, no matter which method is chosen from simple averaging to flow-based. This paper proposes a method of heterogeneity modeling and heterogeneity-based upscaling with the aim of solving these problems. Unlike the traditional geostatistical method used to generate a permeability field that is not directly linked to a desired heterogeneity coefficient, the proposed method creates a heterogenous permeability field directly using LCC (Lorenz coefficient and curve). Using a given LCC as input, the expected heterogenous permeability field can be generated via the proposed steps and equations. Using the proposed heterogeneity-based upscaling method, the LCC defined from the fine-scale model can be preserved exactly during upscaling such that gas-oil-ratio and water-cut can be matched between the fine- and coarse-scale models without using pseudo functions. The proposed method has been successfully applied in modelling a giant carbonate oil field in the Caspian Sea consisting of a matrix dominated platform and a fracture/karst dominated rim. Due to the field's complex geology and high H2S content, a dual porosity, dual permeability compositional model has been created to model compositional flow within/between matrix and fracture/karst initialized with an abnormally high reservoir pressure. The field surveillance data shows that reservoir heterogeneity (LCC) is a key component for the field reservoir characterization and simulation. The LCCs can be estimated from the cores and logs, but the challenge is how to preserve the characteristics of the LCCs during modeling, upscaling, HM, and Uncertainty Analysis (UA). Application of the new method has demonstrated its ability to overcome this challenge and has significantly improved the quality of the field's reservoir modeling, upscaling, HM, and UA. The fine-scale model LCCs were directly applied to calculate the coarse-scale permeability. The range of the LCCs estimated from cores and logs were used to generate a range of heterogeneous permeability fields for UA. Regional LCCs were adjusted based on the mismatches of GOR and/or water-cut and new heterogeneous permeability fields were generated to improve the HM quality.
Summary Reservoir heterogeneity is a key factor in modeling reservoir performance. Heterogeneity measures can be calculated for a given permeability field but are not sufficiently straightforward to reverse the process. Detailed heterogeneity can be built into a fine-scale model but can be lost during upscaling to a coarse scale, no matter which method is chosen from simple averaging to flow-based (FB). In this paper, we propose a method of heterogeneity modeling and heterogeneity-based upscaling with the aim of solving these problems. Unlike the traditional geostatistical method used to generate a permeability field that is not directly linked to a desired heterogeneity coefficient, the proposed method creates a heterogeneous permeability field directly using a Lorenz coefficient. Using a given Lorenz coefficient as an input, the expected heterogeneous permeability field can be generated via the proposed steps and equations. Using the proposed heterogeneity-based upscaling method, the Lorenz coefficient and curve, defined from the fine-scale model, can be preserved with minimum heterogeneity loss after upscaling such that gas/oil ratio (GOR) can be matched between the fine- and coarse-scale models without using pseudofunctions. The proposed method has been applied successfully in modeling a giant carbonate oil field in the Caspian Sea consisting of a matrix-dominated platform and a fracture/karst-dominated rim. Due to the field’s complex geology and high H2S content, a dual-porosity/dual-permeability compositional model has been created to model compositional flow within/between matrix and fracture/karst initialized with an abnormally high reservoir pressure. The field surveillance data show that reservoir heterogeneity is a key component for the field reservoir characterization and simulation. The Lorenz coefficient and curves can be estimated from the cores and logs, but the challenge is how to preserve the characteristics of the Lorenz coefficient and curves during modeling, upscaling, history matching, and uncertainty analysis (UA). Application of the new method has demonstrated its ability to overcome this challenge and has significantly improved the quality of the field’s reservoir modeling, upscaling, history matching, and UA. The fine-scale model Lorenz coefficient and curves were directly applied to calculate the coarse-scale permeability. The range of the Lorenz coefficient and curves estimated from cores and logs were used to generate a range of heterogeneous permeability fields for UA. Regional Lorenz coefficients were adjusted based on the mismatches of GOR, and new heterogeneous permeability fields were generated to improve the history-matching quality.
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.
customersupport@researchsolutions.com
10624 S. Eastern Ave., Ste. A-614
Henderson, NV 89052, USA
This site is protected by reCAPTCHA and the Google Privacy Policy and Terms of Service apply.
Copyright © 2025 scite LLC. All rights reserved.
Made with 💙 for researchers
Part of the Research Solutions Family.