Electrical Machines Multiple Choice Questions on “Two Reaction Theory of Salient Pole Machines”.
1. In salient-pole machines, the armature mmf cannot be accounted for by introducing one equivalent reactance due to __________
A. non-uniform airgap
B. variable resistance
C. non-uniform air gap
D. any of the mentioned
Answer: A
Clarification: Due to saliency of the of the rotor poles, the air gap varies and the so one reactance is not sufficient to express the armature mmf.
2. If the internal power factor angle of synchronous motor is 30 degree. Then the direct-axis component of the armature current will be __________
A. 0.5 pu
B. 0.866 pu
C. 1.73 pu
D. 0
Answer: A
Clarification: Id = Ia*sinψ = 1*sin30
= 0.5 pu.
3. If the internal pf angle of a synchronous motor is 30 degree. Then the quadrature axis component of the armature is?
A. 0.866 pu
B. 0.5 pu
C. 1.73 pu
D. 0
Answer: A
Clarification: Id = Ia*cosψ = 1*cos(3*0).
4. A salient pole synchronous generator has following per-unit parameter Xd = 1.2 pu, Xq = 0.8pu, ra = 0.25 ohms. Then the armature current at 0.8 lagging is?
A. 1,-36.9°
B. 1, 36.9°
C. 1, 73°
D. 1, 27°
Answer: A
Clarification: In per unit, armature current will be lagging by 36.9°.
5. The internal power factor angle is given for a lagging load of a 3- phase alternator.
A. ψ = δ – θ
B. ψ = δ + θ
C. ψ = -δ -θ
D. ψ = δ -θ
Answer: B
Clarification:
6. Mark the correct expression for alternator working at a lagging power factor.
A. tanψ = (IaXq – Vtsinθ)/(Vtcosθ – Ia*rA.
B. tanψ = (IaXq + Vtsinθ)/(Vtcosθ – Ia*rA.
C. tanψ = (IaXq + Vtsinθ)/(Vtcosθ + Ia*rA.
D. tanψ = (IaXq – Vtsecθ)/(Vtcosecθ – Ia*rA.
