GA linear constraints problem
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Hello all.
I am trying to solve a rather simple optimization problem. I want to maximize a cost function such as:
fobj=Load(t)*Price(t)-x(t)*Price(t)
Where t is the timestep, Load is the energy consumption, Price is the tariff at the given time and x the solution of ga (the purchased energy).
But in a 24-hour horizon, the sum of Loads must be equal to the sum of the purchased energy: ΣLoads=Σx or, to be more precise:
ΣLoads-x(1)-x(2)-...-x(t-1)=x(t)
Do anyone can help?
Thank you!
回答（1 个）
I'm not sure why you are using ga() rather than linprog, but for the constraint you describe, the Aeq,beq constraint matrices would be,
Aeq=ones(1,numel(Price)); beq=sum(Loads);
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2022-11-17
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