Determine the economic generation schedule of three generating units in a power system to meet the system demand of 800 MW using the gradient method.
The fuel cost functions are given below
F1=561+7.92P1+0.001562P1^2
F2=310.0+7.85P2+0.00194P2^2
F3=78.0+7.97P3+0.00482P3^2
Assume the starting values for P1^0, P2^0, and P3^0 are 300MW, 200MW and 300 MW, respectively, Take α=100.
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