Parameters of structural diagram

13.2

K4 — reflects demagnetizing effect of armature reaction during

change in rotor angle

K4 =  [
1
K3
·
ΔEq′
Δδ
] Efd=const = U∞·kо·(Xd−Xd′)·[ (Xq+Xe)/sin(δ−α)0 − 
− Re·cos(δ−α)0 ] = 0.65·0.51·(2.33−0.307)·(2.33+0.4)·0.92 = 1.68
K5 — change in generator terminal voltage Ua during small change in rotor angle and constancy of flux linkage along d axis:
K5 =  [
ΔUa✱
Δδ
] (E′q=E′qo) = {  ( k0 · U∞ · ·Xd′·Uaq0 /Ua0 )[Recos(δ−α) -
−(Xq+Xe)·|sin(δ−α)|]−
- |(kо·U∞·Xq·Uad0 /Ua0)[(Xd′+Xe)·cos(δ−α)+
 +Re|sin(δ−α)|]}  =   
0.51·0.65·0.307·0.67·[−(2.33+0.4)·0.92]
1
 − 
− 
0.51·0.65·2.33·(−0.73)·(0.307+0.4)·0.39
1
 = −0.17 + 0.15 = −0.02
K6 — change in generator terminal voltage during small change in flux linkage along d axis and constancy of rotor angle:
K6 =  [
ΔUa✱
ΔEq′✱
] δ=δ0  = 
Uaq0
Ua0
·[1−kо·Xd′·(Xq+Xe)]− 
−|Uad0/Ua0| ·kо·Xq·Re  = 
0.67
1

[1−0.51·0.307·(2.33+0.4)]=0.388

Ko=0.51
K1 = 0.85 K4 = 1.68
K2 = 1.29 K5 = −0.02
K3 = 0.26 K6 = 0.388