T2Well/ECO2N Version 1.0: Multiphase and Non-Isothermal Model for Coupled Wellbore-Reservoir Flow of Carbon Dioxide and Variable Salinity Water

Pan, L. ; Oldenburg, C.M. ; Wu, Y.-S. ; Pruess, K.

关键词: 54;    58;    BRINES;    CARBON DIOXIDE;    CARBON SEQUESTRATION;    ENERGY BALANCE;    HEAT TRANSFER;    HYDROCARBONS;    MIXTURES;    PRESSURE DROP;    PRODUCTION;    SALINITY;    SEDIMENTARY BASINS;    STORAGE;    TARGETS;    TRANSIENTS;    WATER;   

DOI  :  10.2172/1007233
RP-ID  :  LBNL-4291E
PID  :  OSTI ID: 1007233
Others  :  TRN: US201108%%107

美国|英语

来源: SciTech Connect

【 摘 要 】

At its most basic level, the injection of CO{sub 2} into geologic CO{sub 2} storage sites involves a system comprising the wellbore and the target reservoir. The wellbore is the only conduit available to emplace CO{sub 2} into reservoirs for long-term storage. At the same time, wellbores in general have been identified as the most likely conduit for CO{sub 2} and brine leakage from geologic carbon sequestration (GCS) sites, especially those in sedimentary basins with historical hydrocarbon production. We have developed a coupled wellbore and reservoir model for simulating the dynamics of CO{sub 2} injection and leakage through wellbores. The model describes the following processes: (1) upward or downward wellbore flow of CO{sub 2} and variable salinity water with transition from supercritical to gaseous CO{sub 2} including Joule-Thomson cooling, (2) exsolution of CO{sub 2} from the aqueous phase as pressure drops, and (3) cross flow into or interaction with layers of surrounding rock (reservoirs). We use the Drift-Flux Model and related conservation equations for describing transient two-phase non-isothermal wellbore flow of CO{sub 2}-water mixtures under different flow regimes and interacting with surrounding rock. The mass and thermal energy balance equations are solved numerically by a finite difference scheme with wellbore heat transmission to the surrounding rock handled either semi-analytically or numerically. The momentum balance equation for the flow in the wellbore is solved numerically with a semi-explicit scheme. This manual provides instructions for compilation and use of the new model, and presents some example problems to demonstrate its use.