ratio a: 1. Let vs(t) = 7000cos(21t) V, R1 = 252, R2 = 602 C = 3µF, L1 = 50mH and oa= 5. Compute the primary coi time-dependent voltage vi (t) (that is, the voltage of node 1) and the primary current i (t). %3D An ideal transformer circuit. R, LVS HVS Node 1 R Report the peak value of V V Report the phase of V1: rad Report the peak value of I1:mA report the phase of I: rad ref

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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This shows a circuit that includes an ideal transformer of turns
ratio a:1. Let vs(t) = 7000cos(21t) V, R1 = 252, R2 = 602,
C1 = 3µF, LI = 50mH and a= 5. Compute the primary coil
time-dependent voltage vi (t) (that is, the voltage of node 1) and
the primary current i (t).
An ideal transformer circuit.
R,
ll
LVS
HVS
Node 1
Report the peak value of V1V
Report the phase of V1:
_rad
Report the peak value of I1:mA
report the phase of I1:
rad
ref
Transcribed Image Text:This shows a circuit that includes an ideal transformer of turns ratio a:1. Let vs(t) = 7000cos(21t) V, R1 = 252, R2 = 602, C1 = 3µF, LI = 50mH and a= 5. Compute the primary coil time-dependent voltage vi (t) (that is, the voltage of node 1) and the primary current i (t). An ideal transformer circuit. R, ll LVS HVS Node 1 Report the peak value of V1V Report the phase of V1: _rad Report the peak value of I1:mA report the phase of I1: rad ref
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