Home Subjects Electrical Engg (EEE) Power Systems

Electrical Engg (EEE)
Power Systems

Electrical machines, power systems, circuits

22 Q 7 Topics Take Mock Test
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Difficulty: All Easy Medium Hard 1–10 of 22
Topics in Electrical Engg (EEE)
Q.1 Hard Power Systems
The maximum power transfer in an AC transmission system occurs when the sending and receiving end voltages are:
A Equal in magnitude and in phase
B Equal in magnitude but 90° out of phase
C Equal in magnitude and the power angle is 90°
D The receiving voltage is zero
Correct Answer:  C. Equal in magnitude and the power angle is 90°
EXPLANATION

Maximum power transfer (Pmax = V²/X) occurs when power angle δ = 90°, regardless of absolute voltage magnitudes.

Test
Q.2 Hard Power Systems
The fault level (short-circuit capacity) at a bus is determined by:
A The Thevenin equivalent impedance as seen from that bus
B Only the generator capacity connected at that bus
C Transmission line reactance alone
D Load connected at that bus
Correct Answer:  A. The Thevenin equivalent impedance as seen from that bus
EXPLANATION

Fault level = MVA base / (Zth in p.u.), where Zth is the equivalent impedance of the entire network.

Test
Q.3 Hard Power Systems
The critical clearing angle (δcr) in transient stability analysis represents:
A The maximum rotor angle beyond which the generator loses synchronism
B The angle at which maximum power transfer occurs
C The angle between stator and rotor magnetic fields
D The impedance angle of the transmission line
Correct Answer:  A. The maximum rotor angle beyond which the generator loses synchronism
EXPLANATION

δcr is the limiting rotor angle; if exceeded during a fault, the machine cannot return to synchronism even after fault clearance.

Test
Q.4 Hard Power Systems
The swing equation of a synchronous machine is given by: 2H(d²δ/dt²) = Pm - Pe - D(dδ/dt). What does H represent?
A Normalized inertia constant in seconds
B Magnetic field strength
C Harmonic order
D Mechanical power coefficient
Correct Answer:  A. Normalized inertia constant in seconds
EXPLANATION

H is the inertia constant (M/2×SB) representing the kinetic energy relative to the system base power.

Test
Q.5 Hard Power Systems
In a power system experiencing voltage instability, the reactive power support margin becomes critical. At what reactive power reserve margin should emergency measures be initiated according to Indian Grid Code?
A Below 5% reactive reserve
B Below 10% reactive reserve
C Below 15% reactive reserve
D Below 20% reactive reserve
Correct Answer:  C. Below 15% reactive reserve
EXPLANATION

Indian Grid Code 2023 specifies that when reactive power reserves fall below 15% of the available reactive power limit, emergency corrective measures must be initiated to prevent voltage collapse.

Test
Q.6 Hard Power Systems
Which of the following correctly represents the relationship between the steady-state stability limit and transient stability limit?
A Transient stability limit = Steady-state stability limit
B Transient stability limit > Steady-state stability limit
C Transient stability limit < Steady-state stability limit
D They are independent parameters with no correlation
Correct Answer:  B. Transient stability limit > Steady-state stability limit
EXPLANATION

The transient stability limit is always greater than the steady-state stability limit. A system can maintain transient stability even after a disturbance that would violate steady-state stability.

Test
Q.7 Hard Power Systems
In the context of transient stability, a generator loses synchronism when:
A Accelerating power becomes zero
B Accelerating power remains positive throughout the disturbance
C Decelerating power equals accelerating power
D Rotor angle exceeds 180 degrees relative to the reference frame
Correct Answer:  B. Accelerating power remains positive throughout the disturbance
EXPLANATION

Loss of synchronism occurs when the generator rotor continuously accelerates because decelerating torque never becomes greater than accelerating torque, preventing the rotor from returning to synchronous speed.

Test
Q.8 Hard Power Systems
A 132 kV transmission line has a shunt capacitance of 0.008 µF/km and length of 200 km. Calculate the total reactive power generated by the line capacitance at steady state (assuming 132 kV operating voltage).
A 228.8 MVAR
B 245.3 MVAR
C 256.7 MVAR
D 267.4 MVAR
Correct Answer:  C. 256.7 MVAR
EXPLANATION

QC = (V²/Xc) where Xc = 1/(ωC), Total C = 0.008 × 200 = 1.6 µF, Qc = (132000)² × 2π × 50 × 1.6×10^-6 = 256.7 MVAR

Test
Q.9 Hard Power Systems
As per IEEE 1588-2019 standard, what is the typical accuracy of a Phasor Measurement Unit (PMU) for frequency measurement in power systems?
A ±0.005 Hz
B ±0.01 Hz
C ±0.02 Hz
D ±0.05 Hz
Correct Answer:  B. ±0.01 Hz
EXPLANATION

IEEE 1588-2019 specifies ±0.01 Hz accuracy for steady-state frequency measurement in PMUs used for power system monitoring.

Test
Q.10 Hard Power Systems
Which formula represents the swing equation for a synchronous machine during a disturbance?
A 2H(dω/dt) = Pm - Pe - D(ω - ωs)
B H(dδ/dt) = Pm - Pe
C 2H(d²δ/dt²) = Pm - Pe - D(dδ/dt)
D H(d²ω/dt²) = Pm + Pe
Correct Answer:  C. 2H(d²δ/dt²) = Pm - Pe - D(dδ/dt)
EXPLANATION

The swing equation 2H(d²δ/dt²) = Pm - Pe - D(dδ/dt) describes rotor angle dynamics, where H is inertia constant, Pm is mechanical power, Pe is electrical power, and D is damping coefficient.

Test
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