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The core of a two-winding transformer is subjected to a magnetic flux variation as indicated in the figure given below.
The induced emf (ers) in the secondary winding as a function of time will be of the form
Correct Option: B
Induced emf in secondary, ers = - N2 | ||
dt |

From given curve,
φ = 0.12 t ; 0 < t < 1
0.12 ; 1 ≤ t ≤ 2
– 0.24 t + 0.6 ; 2 ≤ t ≤ 2.5
∴ ers = – 200 × 0.12 = – 24; 0 < t < 1
ers = – 200 × 0 = 0; 1< t < 2
ers = – 200 × (– 0.24 + 0) = 48; 2 ≤ t < 2.5
Alternately
During 0 < t < 1 sec,
E1 = - | = - 0.12 V | |
dt |
E2 and E1 are in hence opposition,
or F | = | = | or , E2 = 2E1 = 0.24 V | |||
E2 | N2 | 200 |
During 1 < t < 2, = - | = 0 , then E1 = E2 = 0 | |
dt |
During 2 < t < 2.5
E1 = - | = 0.24 V | |
dt |
Then, E2 = 0.48 V
Hence the induced (ers) in line secondary cruidip could be of the form as given in choice (a).