4.1)
Δfp.u=fbaseΔfΔfp.u=500.02=4×10−4per unitΔpmp.u=Δpref−RΔfp.uΔpmp.u=−RΔfp.uΔpmp.u=−0.064×10−4=−6.67×10−3per unitΔpp.u=Δpmp.uSbaseΔpp.u=−6.67×10−3×600=−4MW
Decrease in Mechanic energy is 4MW
4.2.1)
Kinetic energy is given by GH. Where G is the MVA of the base machine and H is the inertia constant.
K.E=GH=100×3.5=350MJ
4.2.2)
Acceleration is dt2d2δ and is given by
dt2d2δ=Hπf(Pi−Pe)dt2d2δ=3.5π50(0.18−0.16)=0.898elect.radian/sec2
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