期刊
FRONTIERS IN ENERGY RESEARCH
卷 10, 期 -, 页码 -出版社
FRONTIERS MEDIA SA
DOI: 10.3389/fenrg.2022.855105
关键词
energy system planning; ReEDS; SCO2T; CCS; supply curve; geologic CO2 storage
Energy system planning tools are sensitive to the cost and feasibility of climate-stabilizing energy transitions, but often lack detailed representation of CO2 transportation and geologic storage. This study develops a dynamic reservoir simulation-based geologic CO2 storage supply curve and investigates the effects of CO2 transportation and storage representation on energy system planning tool results. The findings highlight the importance of considering variable costs for geologic CO2 storage and the impact of CO2 transportation on storage investment location.
Energy system planning tools suggest that the cost and feasibility of climate-stabilizing energy transitions are sensitive to the cost of CO2 capture and storage processes (CCS), but the representation of CO2 transportation and geologic storage in these tools is often simple or non-existent. We develop the capability of producing dynamic-reservoir-simulation-based geologic CO2 storage supply curves with the Sequestration of CO2 Tool (SCO2T) and use it with the ReEDS electric sector planning model to investigate the effects of CO2 transportation and geologic storage representation on energy system planning tool results. We use a locational case study of the Electric Reliability Council of Texas (ERCOT) region. Our results suggest that the cost of geologic CO2 storage may be as low as $3/tCO(2) and that site-level assumptions may affect this cost by several dollars per tonne. At the grid level, the cost of geologic CO2 storage has generally smaller effects compared to other assumptions (e.g., natural gas price), but small variations in this cost can change results (e.g., capacity deployment decisions) when policy renders CCS marginally competitive. The cost of CO2 transportation generally affects the location of geologic CO2 storage investment more than the quantity of CO2 captured or the location of electricity generation investment. We conclude with a few recommendations for future energy system researchers when modeling CCS. For example, assuming a cost for geologic CO2 storage (e.g., $5/tCO(2)) may be less consequential compared to assuming free storage by excluding it from the model.
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