Equivalent circuit constants
From OC test (meters are connected on L.V. side, i.e. secondary)
Given: W1= 396W
V2= 120 V
I0= 9.05 A
$\cos ф0 = Wi/ V2 * I10 \\
= 396/ 120 * 9.65 = 0.34 \\
∴ \cos ф10 = 0.34 \\
∴ \sin ф0 = \sin (\cos-1(ф01)) \\
= 0.94$
$I1w= I10 \cos ф01= 9.65 * 0.34 = 3.28 A \\
R10= V2/I1W = 120 /3.3 = 36.36 π \\
I1M= I10 \sin ф01 = 9.65 * 0.94 = 9.07 A \\
X10 = V2/I1u = 120/9.07 = 13.23 Ω \\
K= 120/2400 = 0.05 \\
R0 = R10 / K2= 36.36 / (0.05)2 = 14.54 Ω \\
X0= X10/K2 = 13.23/ (0.05)2 = 5.29 K Ω$
From SC test (connected on primary)
$WSC= 810 W VSC= 92V ISC = 20.8A \\
Zo1= VSC/ISC = 92/20.8 = 4.42 Ω$
$R01 = WSC/ISC = 810/ (20.8)2 = 1.87 Ω \\
V01 =\sqrt{(Z01) ^2 – (R01) ^2 } \\
= (4.42)^2 – (1.87)^2 \\
= 4Ω$