360 Practical MATLAB® Applications for Engineers
60 eut 2 di t 6
dtt()() it()Step b
60
126
ssI s I s
() () (Taking the LT)observe that the initial current iL(0) = 0 , then60
126
sIs s
()[ ]Step cIs
ss ss()
()( )()( )
60
12 660
21 3Is
ssA
sB
s()
()( ) (
30
13 1 3by partial fractions expansion))A
s s
30
330
215 (^1)
A
s s
30
1
30
2
15
3
then
Is
ss
()
15
1
15
3
taking the ILT
Step d
it e ut e ut
() 15 tt() 15 3 ()
V(t) = 60 e− t
L = 2 H
R = 6 Ω R = 6 Ω
t = 0
- −
Switch moves upwards at t = 0 i(t)
FIGURE 4.18
Network of R.4.112.