In the circuit shown, the switch indicated is open for a very long time, and then closed at t=0. When the switch moves, there is a transient response in the capacitor voltage (indicated on the diagram as v). The component values are R1 = 1.9 k0, R2 = 3.8 k0, R3 = 3.8 k0, C = 20 nF, Vs = 1 V. Find the time constant associated with the indicated voltage v after t>0. Answer to within 1% precision. VS T = 2 notewor O 30.0800:00- R1 Ω www ms R2 Ω + CF www. R3 Ω
In the circuit shown, the switch indicated is open for a very long time, and then closed at t=0. When the switch moves, there is a transient response in the capacitor voltage (indicated on the diagram as v). The component values are R1 = 1.9 k0, R2 = 3.8 k0, R3 = 3.8 k0, C = 20 nF, Vs = 1 V. Find the time constant associated with the indicated voltage v after t>0. Answer to within 1% precision. VS T = 2 notewor O 30.0800:00- R1 Ω www ms R2 Ω + CF www. R3 Ω
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Transcribed Image Text:In the circuit shown, the switch indicated is open for a very long time, and then closed at t=0. When the switch moves, there is a transient response in the capacitor voltage (indicated on the diagram
as v). The component values are R1 = 1.9 k0, R2 = 3.8 k0, R3 = 3.8 k0, C = 20 nF, Vs = 1 V.
Find the time constant associated with the indicated voltage v after t>0. Answer to within 1% precision.
VS
T =
2
yoton
O
+00:00*0C=
R1 Ω
www
ms
R2 Ω
+V
CF
R3 Ω
ww
XOW
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