E ↑ I₁ R₁ L₁ R₂ L₂ 1₂ R₂ The transformer is supplied with 230 volts at 50 Hz. The primary's inductance L₁=50mH and the secondary's L₂=100m H. The resistances R₁ =4N for the primary and R₂-40 for the secondary. The coupling coefficient k is 0.88. A 1500 resistor acts as a load (R₁). Thermal power of load (as an integer): Mutual inductance (as an integer): Secondary's current I2 (absolute value, to one decimal place): mH W

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter3: Power Transformers
Section: Chapter Questions
Problem 3.3P: Consider an ideal transformer with N1=3000andN2=1000 turns. Let winding 1 be connected to a source...
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Calculate the mutual impedance, secondary current and the thermal power of the load in the transformer shown below.
E
I₁
R₁
L₁
M
R₂ 1₂
L₂
R₁
The transformer is supplied with 230 volts at 50 Hz. The primary's inductance L₁=50mH and the secondary's L₂=100mH. The resistances R₁ =40
for the primary and R₂-40 for the secondary. The coupling coefficient k is 0.88. A 1500 resistor acts as a load (R₁).
Mutual inductance (as an integer):
Secondary's current I₂ (absolute value, to one decimal place):
Thermal power of load (as an integer):
mH
W
A
Transcribed Image Text:Calculate the mutual impedance, secondary current and the thermal power of the load in the transformer shown below. E I₁ R₁ L₁ M R₂ 1₂ L₂ R₁ The transformer is supplied with 230 volts at 50 Hz. The primary's inductance L₁=50mH and the secondary's L₂=100mH. The resistances R₁ =40 for the primary and R₂-40 for the secondary. The coupling coefficient k is 0.88. A 1500 resistor acts as a load (R₁). Mutual inductance (as an integer): Secondary's current I₂ (absolute value, to one decimal place): Thermal power of load (as an integer): mH W A
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