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Pulse and Digital Circuits Venkata Rao K., Rama Sudha K. and Manmadha Rao G.<br />
i C = – 5 i C<br />
( t )]<br />
[<br />
p<br />
( t t p )<br />
e<br />
RC<br />
= –0.4758<br />
<br />
e<br />
t<br />
t<br />
p<br />
RC<br />
<br />
Case 2:<br />
For 0 < t < t p<br />
i<br />
i C decays exponentially,<br />
C<br />
( t)<br />
5e<br />
t<br />
RC<br />
RC<br />
RC 1<br />
at t tp, Ic( tp) 5e 5e<br />
1.839 A<br />
For t > t p i C decays exponentially as<br />
<br />
[5 I ( t )]<br />
C<br />
p<br />
e<br />
tt<br />
p<br />
<br />
RC<br />
t<br />
<br />
= –3.16 e<br />
t<br />
p<br />
RC<br />
<br />
Case 3:<br />
For 0 < t < t p<br />
i C decays exponentially, i<br />
a<br />
C<br />
( t)<br />
5e<br />
t<br />
RC<br />
5RC<br />
5<br />
t t tp, Ic( tp) 5e RC 5e 0.0336 A<br />
For t > t p i C rises exponentially as<br />
t<br />
t<br />
p <br />
t<br />
t<br />
p <br />
<br />
<br />
RC<br />
RC<br />
–[5 i C<br />
( t p<br />
)] e = –4.966 e<br />
The input and outputs are plotted in Fig.14.3.<br />
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