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Line 11: |
Line 11: |
| |model_source_public=Yes | | |model_source_public=Yes |
| |data_availability=all | | |data_availability=all |
− | |open_future=No | + | |open_future=Yes |
| |modelling_software=GAMS | | |modelling_software=GAMS |
| |model_class=Power market model | | |model_class=Power market model |
− | |sectors=Electricity, | + | |sectors=Electricity, |
| |technologies=Renewables, Conventional Generation, CHP | | |technologies=Renewables, Conventional Generation, CHP |
| |decisions=dispatch, investment | | |decisions=dispatch, investment |
| + | |georegions=France, Poland, Belgium, The Netherlands, Germany |
| + | |georesolution=Bidding areas (countries) |
| + | |timeresolution=Hour |
| + | |network_coverage=net transfer capacities |
| + | |math_modeltype=Optimization |
| + | |math_modeltype_shortdesc=Linear program |
| + | |math_objective=Total system cost |
| + | |deterministic=Sensitivities (many) |
| |is_suited_for_many_scenarios=No | | |is_suited_for_many_scenarios=No |
| + | |computation_time_minutes=few minutes on standard laptop |
| + | |example_research_questions=Long-term market value of wind and solar power; Optimal share of wind and solar power in electricity generation; |
| }} | | }} |
Revision as of 10:59, 10 September 2015
Model Scope |
Model type and solution approach |
Model class
|
Power market model
|
Sectors
|
Electricity
|
Technologies
|
Renewables, Conventional Generation, CHP
|
Decisions
|
dispatch, investment
|
Regions
|
France, Poland, Belgium, The Netherlands, Germany
|
Geographic Resolution
|
Bidding areas (countries)
|
Time resolution
|
Hour
|
Network coverage
|
net transfer capacities
|
|
Model type
|
Optimization
|
|
Linear program
|
Variables
|
|
Computation time
|
few minutes on standard laptop"few minutes on standard laptop" is not a number. minutes
|
Objective
|
Total system cost
|
Uncertainty modeling
|
Sensitivities (many)
|
Suited for many scenarios / monte-carlo
|
No
|
|
References
Scientific references
Example research questions
Long-term market value of wind and solar power; Optimal share of wind and solar power in electricity generation;
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