Hello, I am working on solving a unit commitment problem,
and I'd like to calculate the increase in greenhouse gas emissions (marginal carbon intensity) when electricity load increases by one unit.
--> delta(emission)/delta(load) where load is a paramter.
Post-calculating the emission factor of the marginal generator (most expensive) can be done to calculate,
However, it would be preferable if I could identify this during the optimization process.
For example, using a method similar to EQ_Emission.m(h).
I understand that since the objective function in Unit commitment problem is the minimizing generation cost,
the marginal value of the Equation_DemandBalance is the marginal price. (-> delta(cost)/delta(load))
However, I am unsure about the best way to calculate the marginal value of greenhouse gas emissions. [delta(emission)/delta(load)]
Could you please suggest an approach for calculating the marginal emissions from marginal electricity production in the context of the unit commitment problem?
Thank you.
Calculating marginal emission in Unit commitment problem
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