Magnetic Disturbances Affecting a Transformer Question

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SUMMARY

The discussion centers on the analysis of a single-phase transformer with a 250kVA, 11kV/50Hz supply. The calculations reveal that the primary current is approximately 22.7A, the secondary current is about 1041.6A, and the primary coil requires approximately 3667 turns. The magnetic flux is calculated to be 13.5 mWb. The participant concludes that a transient disturbance signal, resulting from magnetic coupling, will have a negligible effect on the system due to the significant scaling down of the disturbance relative to the primary coil's current.

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Homework Statement


Part A:

A 250kVA, 11kV/50Hz supply single phase transformer has 80-turns on the secondary coil, calculate:
i. The approximate values of the primary and secondary currents:
ii. The approximate number of primary turns
iii. The magnitude of the flux in Wb

I think I have managed to conquer part A, however it is part B which I am struggling with:

A transient disturbance signal affects the current on the primary coil and is in the form of a sinusoidal current signal caused by a magnetic coupling. Discuss the effect of this transient upon the system.

The Attempt at a Solution



Assuming the secondary voltage is 240:

The approximate values of the primary and secondary currents:
250000/11000=22.7A
250000/240=1041.6A

ii. The approximate number of primary turns

((11000).(80))/240=3667 turns

iii. The magnitude of the flux in Wb
240 =(4.44).(80).(50).(ϕ_M)

φ = 13.5 mWb

For Part B:

I think that the transient signal will have very little affect on the system because it is being scaled down to a point of 45 times lower than what is on the primary coil. I therefore believe that the disturbance signal will be so weak on the output that it will have a negligible affect on the system.

I was wondering if anyone could help clarify if I am on the right lines or I have missed the point all together? Thanks so much in advance.
 
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Don't forget though that the secondary current is many times bigger than the primary current.

Hint: assume an ideal transformer (primary and secondary inductances = ∞, unity coupling). What does that imply about the ratio between primary and secondary voltages and currents?
 
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