Electrical Machine - IES Academy
Electrical Machine - IES Academy
Electrical Machine - IES Academy
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India’s No. 1<br />
<strong>IES</strong> <strong>Academy</strong><br />
Transformer<br />
Chapter-1<br />
GATE-16. A single-phase 50 kVA, 250 V/500V two winding transformer has an<br />
efficiency of 95% at full load, unity power factor. If it is reconfigured as a<br />
500V/750V autotransformer, its efficiency at its new rated load at unity<br />
power factor will be:<br />
[GATE-2007]<br />
(a) 95.752% (b) 97.851% (c) 98.276 % (d) 99.241%<br />
Statement for Linked Answer Questions Q17 and Q18:<br />
The figure above shows coils 1 and 2,<br />
with dot markings as shown, having<br />
4000 and 6000 turns respectively. Both<br />
the coils have a rated current of 25 A.<br />
Coil 1 is excited with single phase, 400<br />
V, 50 Hz supply.<br />
GATE-17. The coils are to be connected to obtain a single-phase, 400 ,<br />
1000 V autotransformer<br />
to drive a load of 10 kVA.Which of the options given should<br />
be exercised to realize the required auto-transformer [GATE-2009]<br />
(a) Connect A and D; Common B<br />
(b) Connect B and D; Common C<br />
(c) Connect A and C; Common B<br />
(d) Connect A and C; Common D<br />
GATE-18. In the autotransformer obtained in Question 97, the current in each coil<br />
is:<br />
[GATE-2009]<br />
(a) Coil-1 is 25 A and Coil-2 is 10 A<br />
(b) Coil-1 is 10 A and Coil-2 is 25 A<br />
(c) Coil-1 is 10 A and Coil-2 is 15 A<br />
(d) Coil-1 is 15 A and Coil-2 is 10 A.<br />
Per-unit System<br />
GATE-19. The resistance and reactance of a 100 kVA 110001400V, Δ – Y distribution<br />
transformer are 0.02 and 0.07 pu respectively. The phase impedance of<br />
the transformer referred to the primary is:<br />
[GATE-2004]<br />
(a) (0.02 + j0.07)Ω<br />
(b) (0.55 + j 1.925)Ω<br />
(c) (15.125 + j52.94)Ω<br />
(d) (72.6 + j254.1)Ω<br />
Transformer Construction<br />
GATE-20. The equivalent circuit of a transformer has leakage reactances X, 1<br />
X', 2<br />
and magnetizing reactance X<br />
M<br />
. Their magnitudes satisfy [GATE-2005]<br />
X X' X<br />
(a)<br />
1 2 M<br />
(b) X<br />
1<br />
X'<br />
2<br />
XM<br />
(c) X<br />
1<br />
≈ X'<br />
2<br />
X<br />
M<br />
(d) X<br />
1<br />
≈ X'<br />
2<br />
X<br />
M<br />
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