In the figure below, the switch is open for a long time and the switch is closed at t = 0 . a) Find the initial conditions for t = 0? (Vc(0)=?,iL(0)=?) b) Find for the inductor current for t >=0 ?(iL(t)=?) c) Find the capacitor voltage and current through the switch (isw) for t >=0 ? (Vc(t)=?)

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In the figure below, the switch is open for a long time and the switch is closed at t = 0 .
a) Find the initial conditions for t = 0? (Vc(0)=?,iL(0)=?)
b) Find for the inductor current for t >=0 ?(iL(t)=?)
c) Find the capacitor voltage and current through the switch (isw) for t >=0 ? (Vc(t)=?)

3k 2
2kN
3k2
5kN
t = 0
)2mA
isw(t)
4kN
10H 820uF
15 V
6k2
vc(t)
[] iL(1) |
İĻ(t)
+
Transcribed Image Text:3k 2 2kN 3k2 5kN t = 0 )2mA isw(t) 4kN 10H 820uF 15 V 6k2 vc(t) [] iL(1) | İĻ(t) +
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