If a voltage source is applied to the primary while
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:If a voltage source is applied to the primary while the secondary is left open-circuited (I2 = 0) the
transformer equations reduce to:
V, =(R,+jwL,)I,
200
If R, has been measured and we know the frequency ® , the measurements of V1, V20c, and I1,
can be used to determine the values of L, and M.
20C,
If a voltage source is now applied to the secondary while the primary is left open-circuited
(i.e. I, = 0) the value of L2 can be determined in a similar fashion,
V; =-(R,+jwL,)I,

Transcribed Image Text:2. The parameters of a certain transformer are to be found. Following the procedure as outlined in the
introduction under the first order low frequency model section:
The resistance of the primary winding of a certain transformer is found to be R1 = 388 Q, while the
resistance of the secondary winding is R, = 0.9 Q.
A 200 Hz, 5 volt peak-to-peak sinusoid, V1, is applied to the primary while the secondary is left
open-circuited. The primary current, I,, entering at the dot is measured to be 1.07 milliamps
peak-to-peak, lagging the voltage by nearly 83°. The open circuit voltage across the secondary,
V20c, is measured to be 0.155 volts peak-to-peak.
The sinusoid driving the primary is removed and a 200 Hz, 5 volt peak-to-peak sinusoid, V2, is
applied to the secondary while the primary is left open-circuited. The secondary current, I2, entering
at the dot is measured to be 206 milliamps peak-to-peak, lagging the voltage by 87°.
From these measurements, estimate the self-inductances, L, and L2, the mutual inductance, M, and the
coupling coefficient, k, of the transformer.
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