JGCRI / gcam-core

GCAM -- The Global Change Analysis Model
http://jgcri.github.io/gcam-doc/
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Question on Electricity Prices #354

Open thompsoa opened 1 year ago

thompsoa commented 1 year ago

Hi, I'm trying to understand the impact of different scenarios on revenues and costs in the utilities sector, and I'm not quite sure how to think about sequestration. In some 1.5C scenarios, or even 2C scenarios, there can a lot of carbon capture in the model, leading to very negative net emissions for electricity. Naively, multiplying net emissions by carbon price would imply a large subsidy to the sector, is this actually what is happening in the model?

Specifically, how are final electricity prices set, and how do carbon prices impact on them? Is there a fixed passthrough of costs? Do negative emissions generate a subsidy to offset the costs of installing CCS? and is this also passed through as lower prices? Is there a document that lays out the exact equations without trying to work through the code?

Thanks!

pkyle commented 1 year ago

It's a pretty simple representation, and I don't know that it's written anywhere specifically, but the cost of any technology is printed to the output database and there's a query ("elec gen costs by tech"). The total technology cost can be computed off-line as the sum of:

raditya101010 commented 4 months ago

Hi,

I wonder, has the "elec gen costs by tech" of each technology (the electricity one) already included the non-energy and energy costs?

Another question related to this thread, I am still not clear on how the electricity price is calculated in GCAM. I have been looking it up in the documentation, but couldn't find one. Could you explain that please?

Thanks.

pkyle commented 4 months ago

Yes the query "elec gen costs by tech" includes the net total of all cost components, positive and negative, for any generation technology. Computing that in a spreadsheet for any specific technology can be somewhat challenging, but it can be done, just by calculating all the cost components that I think I identified above, performing necessary unit conversions, adding them up. From that point, the remainder of the cost calculations are quite straightforward. The generation costs by subsector are equal to the weighted average of the technologies within each subsector, and similarly, the price of the "electricity" commodity is equal to the weighted average cost of all technologies (or equivalently subsectors). Note that hydroelectricity is modeled as a "fixed output" technology, and as such is not included in any of these price calculations. The next stage in the electricity flow is deducting "own use", or electricity used on site, upstream of the transmission and distribution network. This is usually just a few percent, but it does have the effect of increasing the ultimate price of electricity paid by end-users. From here, electricity_net_ownuse goes to the transmission and distribution network, where there are three sectors for the different end use classes (bld, ind, trn). All have the same distribution loss coefficient, but the cost adders are differentiated, allowing the industrial sector to see lower prices of purchased electricity then are seen in the buildings and transportation sectors. As with own use, distribution losses similarly contribute to hire end user prices. The one final adjustment is in the building sector, where rooftop PV competes with grid electricity; the price of the final commodity elect_td_bld is the weighted average of self generated PV and purchased grid electricity.