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−I 0 (−V 3
R L )
−I 2
I 0
I 2
V 1
R s
I in
−Z
X
−Z
Y
+Z
X
C L2
3
1
2
C c3
C c1
+Z
Y
Y
X
−Z
+Z
MCCCII
MCCCII
MCCCII
Fig. 9.37 MCCCII based implementation of the CM third order Butterworth filter (Adapted from
[ 32 ] © 2007 Elsevier GmbH)
I B1
I B2
X
Y
CCCII
1
Z
Y
Z
CCCII
X
2
C 2
C 1
Fig 9.38 Current-controllable sinusoidal oscillator [ 37 ]
shown in Fig. 9.38 . The condition of oscillation (CO) and frequency of oscillation
(FO) for this circuit are given by:
r
I B 1 I B 2
C 1 C 2
1
CO
C 1 ¼
C 2 andFO
f 0 ¼
ð
9
:
53
Þ
:
:
ˀ
V T
r
1
C 1 C 2
I B
with I B1 ¼
I B2 ¼
I B , one obtains f 0 ¼
ð
9
:
54
Þ
ˀ
V T
Thus, the oscillation frequency is linearly tunable by I B .
A somewhat similar yet topological different configuration was introduced by
Fongsamut et al. [ 38 ] which is shown in Fig. 9.39 . For this circuit also CO and FO
remain same as in Fig. 9.38 .
SPICE simulations using transistors PR100N and NR 1001N for realizing CCCII+
and CCCII
both with biasing supplying as
5 V, the capacitor values taken
C 1 ¼
11 nF, C 2 ¼
10 nF and the external DC bias current I 0 ¼
I 01 ¼
I 02 was varied
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