A 75 KVA, 240/7970 V, 60 Hz single phase transformer has the following parameters referred to the high-voltage side: Ri=5.93 Ω R₂=3.39 2 Re=244 ΚΩ Assume that the transformer is supplying its rated KVA and voltage at its high voltage terminals. Calculate the efficiency and the voltage regulation for a load power factor of 0.87 leading. (Note: You may assume the reasonable engineering approximation to simplify your analysis). Χι= 43.2 Ω Χ2=40,6 Ω Xm=114 ΚΩ
A 75 KVA, 240/7970 V, 60 Hz single phase transformer has the following parameters referred to the high-voltage side: Ri=5.93 Ω R₂=3.39 2 Re=244 ΚΩ Assume that the transformer is supplying its rated KVA and voltage at its high voltage terminals. Calculate the efficiency and the voltage regulation for a load power factor of 0.87 leading. (Note: You may assume the reasonable engineering approximation to simplify your analysis). Χι= 43.2 Ω Χ2=40,6 Ω Xm=114 ΚΩ
Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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
Transcribed Image Text:A 75 KVA, 240/7970 V, 60 Hz single phase transformer has the following parameters
referred to the high-voltage side:
R15.93 Ω
R₂=3.39 2
Re=244 ΚΩ
Assume that the transformer is supplying its rated KVA and voltage at its high voltage
terminals. Calculate the efficiency and the voltage regulation for a load power factor of
0.87 leading. (Note: You may assume the reasonable engineering approximation to simplify your
analysis).
Χι= 43.2 Ω
X2=40,6 Ω
Xm=114 ΚΩ
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