1 Phase Induction Motor G2

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the reverse impedance, Z_b of the induction motor

• 0.704+ 2.068j Ω
• 0.147-0.433i Ω
• 0.056-0.015j Ω
• 16.563+4.437j Ω

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the forward impedance, Z_f of the induction motor

• 0.056-0.015j Ω
• 16.563+4.437j Ω
• 0.704+ 2.068j Ω
• 0.147-0.433i Ω

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the total impedance, Z_total of the induction motor

• 17.266 +6.506 Ω
• 10.033+5.353j Ω
• 18.666+8.606j Ω
• 8.633+3.253j Ω

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the stator current I1 of the induction motor

• 310.079<0.989°
• 3411.51<-28.08°
• 26.381<28.08°
• 26.381<-28.08°

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the power factor, p.f of the induction motor

• 0.882
• 0.47
• -28.08°
• 28.08°

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the input power, Pin of the induction motor

• 222241.45 W
• 12090.43 W
• 20941.24 W
• 6980.41 W

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the forward air gap power, P_ag(F) of the induction motor

• 244.98 W
• 2881.61W
• 11526.44
• 5763.22 W

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the reverse air gap power, Pag(B)of the induction motor

• 122.49 W
• 244.98 W
• 4.643 W
• 5763.22 W

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the total air gap power, Pag(total)of the induction motor

• 5428.24 W
• 0.231 W
• 5918.2 W
• 5763.22 W

A 300 V, 6.3 hP, 2 -poles,permanenet capacitor induction motor has the following main winding impedances: R1= 1.4 Ω, X1= 2.1 Ω, Xm=120 Ω, R2= 1.5 Ω, X2= 2.1 Ω At a slip of 0.08, the motor rotational losses are 500 W. These rotational losses are assumed constant over the normal operating range of the motor. Calculate the converted power, P_conv of the induction motor

• 10422.22 W
• 434.26 W
• 5862.5 W
• 4993.98 W