ig (t) = 4 cos 5000 mA constant current source !! V(t) Vc(t) ic(t) Voltage across constant current source Voltage across capacitor current through the capacitor Inductance voltage Current i,(t) VR,(t) VR,(t) flowing through inductance R, = voltage over resistor 500 R2 = voltage over resistor 1000 n V,(s) 1,(s) 500 s2 + 1125. 10 s + 9375. 107 s2 + 104 s + 625. 105 H(s) = What ie the mathemotion

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ig (t) = 4 cos 5000 mA
constant curent source
V(t)
Voltage across constant current
source Voltage across capacitor
ic(t)
Vt)
i(t)
VR, (t)
VR, (t)
current through the capacitor
Inductance voltage Current
flowing through inductance
R, = voltage over resistor 500
%3D
R2 = voltage over resistor 1000 n
V,(s) 500 s? + 1125. 10s + 9375. 107
1,(s)
H(s) =
%3D
s2 + 104 s + 625. 105
What is the mathematical expression of the voltage V.(t) in the steady (continuous) state?
Transcribed Image Text:ig (t) = 4 cos 5000 mA constant curent source V(t) Voltage across constant current source Voltage across capacitor ic(t) Vt) i(t) VR, (t) VR, (t) current through the capacitor Inductance voltage Current flowing through inductance R, = voltage over resistor 500 %3D R2 = voltage over resistor 1000 n V,(s) 500 s? + 1125. 10s + 9375. 107 1,(s) H(s) = %3D s2 + 104 s + 625. 105 What is the mathematical expression of the voltage V.(t) in the steady (continuous) state?
500 N
1000 N
160 nF
100 mH
R1
500 N, R2
1000 N,
L = 100 mH,C
= 160 nF,i,(t) = 4 cos 5000t mA
%3D
Transcribed Image Text:500 N 1000 N 160 nF 100 mH R1 500 N, R2 1000 N, L = 100 mH,C = 160 nF,i,(t) = 4 cos 5000t mA %3D
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