1
GATE EE 2023
Numerical
+2
-0.67

The single phase rectifier consisting of three thyristors $$T_1,T_2,T_3$$ and a diode $$D_1$$ feed power to a 10 A constant current load. $$T_1$$ and $$T_3$$ are fired at $$\alpha=60^\circ$$ and $$T_2$$ is fired at $$\alpha=240^\circ$$. The reference for $$\alpha$$ is the positive zero crossing of $$V_{in}$$. The average voltage $$V_0$$ across the load in volts is __________ (Round off to 2 decimal places).

GATE EE 2023 Power Electronics - Single and Three Phase Rectifier Question 3 English

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2
GATE EE 2023
MCQ (Single Correct Answer)
+1
-0.33

For the three-bus power system shown in the figure, the trip signals to the circuit breakers B$$_1$$ to B$$_9$$ are provided by overcurrent relays R$$_1$$ to R$$_9$$, respectively, some of which have directional properties also. The necessary condition for the system to be protected for short circuit fault at any part of the system between bus 1 and the R-L loads with isolation of minimum portion of the network using minimum number of directional relays is

GATE EE 2023 Power System Analysis - Switch Gear and Protection Question 1 English

A
R$$_3$$ and R$$_4$$ are directional overcurrent relays blocking faults towards bus 2
B
R$$_3$$ and R$$_4$$ are directional overcurrent relays blocking faults towards bus 2 and R$$_7$$ is directional overcurrent relay blocking faults towards bus 3
C
R$$_3$$ and R$$_4$$ are directional overcurrent relays blocking faults towards Line 1 and Line 2, respectively, R$$_7$$ is directional overcurrent relay blocking faults towards Line 3 and R$$_5$$ is directional overcurrent relay blocking faults towards bus 2
D
R$$_3$$ and R$$_4$$ are directional overcurrent relays blocking faults towards Line 1 and Line 2, respectively.
3
GATE EE 2023
MCQ (Single Correct Answer)
+1
-0.33

The expressions of fuel cost of two thermal generating units as a function of the respective power generation $${P_{G1}}$$ and $${P_{G2}}$$ are given as

$$\matrix{ {{F_1}({P_{G1}}) = 0.1aP_{G1}^2 + 40{P_{G1}} + 120\,Rs/hour} & {0\,MW \le {P_{G1}} \le 350\,MW} \cr {{F_2}({P_{G2}}) = 0.2P_{G2}^2 + 30{P_{G2}} + 100\,Rs/hour} & {0\,MW \le {P_{G2}} \le 300\,MW} \cr } $$

where $$a$$ is a constant. For a given value of $$a$$, optimal dispatch requires the total load of 290 MW to be shared as $${P_{G1}} = 175\,MW$$ and $${P_{G2}} = 115\,MW$$. With the load remaining unchanged, the value of $$a$$ is increased by 10% and optimal dispatch is carried out. The changes in $${P_{G1}}$$ and the total cost of generation, $$F( = {F_1} + {F_2})$$ in Rs/hour will be as follows

A
$${P_{G1}}$$ will decrease and $$F$$ will increase
B
Both $${P_{G1}}$$ and $$F$$ will increase
C
$${P_{G1}}$$ will increase and $$F$$ will decrease
D
Both $${P_{G1}}$$ and $$F$$ will decrease
4
GATE EE 2023
MCQ (More than One Correct Answer)
+1
-0.33

The bus admittance ($$Y_{bus}$$) matrix of a 3-bus power system is given below.

$$\quad\quad$$$$\matrix{ 1 & \quad\quad\quad2\quad\quad & 3 \cr } $$

$$\matrix{ 1 \cr 2 \cr 3 \cr } \left[ {\matrix{ { - j15} & {j10} & {j5} \cr {j10} & { - j13.5} & {j4} \cr {j5} & {j4} & { - j8} \cr } } \right]$$

Considering that there is no shunt inductor connected to any of the buses, which of the following can NOT be true?

A
Line charging capacitor of finite value is present in all three lines
B
Line charging capacitor of finite value is present in line 2-3 only
C
Line charging capacitor of finite value is present in line 2-3 only and shunt capacitor of finite value is present in bus 1 only
D
Line charging capacitor of finite value is present in line 2-3 only and shunt capacitor of finite value is present in bus 3 only
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