Exercise $2$:

Two $200$MW generators supply the required power of one area. The nominal frequency of the area is equal to $50$ Hz $,$ the frequency adjustment factor These two generators have a rate of $3\%$ and $5\%.$ Assuming that the load of the area increases by $10$MW$,$ firstly, the frequency of the area and the changes in the production power of each Consider all generators in new permanent condition. Suppose the generators are equipped with the primary control system. Using the values below For both generators, simulate the desired problem.

$KP=\frac{1}{B}=100,TP=20sec.Tt=0\mathrm{.}5sec.,Tg=0\mathrm{.}4sec.$

$T1=1,x1=2x2$

Also

Pay attention to the amount of power changes at the initial and permanent moment for both generators. Can you justify it using existing relationships