Voltage on primary side of ideal transformer

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Reference no: EM13949372

Assume the 8-resistor is the load in the circuit. Assumev= 110 V rms and a variable turns ratio of 1 : n. Find

a. The maximum power dissipated by the load.

b. The maximum power absorbed from the source.

c. The power transfer efficiency.

winding resistance and inductance, respectively, and rand Lrepresent the losses in the core of the transformer and the inductance of the core. The ideal transformer is also included in the model.

With the open-circuit test, we may assume that  I˜P I˜S = 0. Then all the current that is measured is directed through the parallel combination of rand L.

We also assume that |r|| jωL| is much greater than rjωL. Using these assumptions and the open-circuit test data, we can find the resistance rand the inductance L.

In the short-circuit test, we assume that V˜ secondary is zero, so that the voltage on the primary side of the ideal transformer is also zero, causing no current flow through the rLc  parallel combination. Using this assumption with the short-circuit test data, we are able to find the resistance rand inductance L.

Using the following test data, find the equivalent circuit of the transformer:

The transformer is a 460-kVA transformer, and the tests are performed at 60 Hz.

Reference no: EM13949372

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