
Change
the
sample
rate
to
5000
Hz.
Q:
Calculate
the
first
four
harmonic's
amplitude
and
frequencies
for
the
sample
pulse
and
the
sampled
output
(f
s
=
5000
Hz
and
f
m
=
1000
Hz).
g)
Turn
off
all
power.
Construct
the
LPF
circuit
of
Figure
2
on
the
same
breadboard.
Connect
the
output
(pin
6
on
op
amp
2)
to
channel
D.
Connect
the
output
of
the
sample
and
hold
to
the
input
of
the
LPF
(
pin
3
on
op
amp
1).
Turn
the
power
on.
Set
the
sample
pulse
at
a
frequency
of
5
kHz.
The
LPF
output
should
look
like
a
filtered
version
of
the
input.
Rf
Rf
V
V
V
V
V
V
+
15V
+
15V
-15V
-15
V
C2
~
7
7
2
4
R3
2
4
LM301
\&
-AAA,
3
LM301
^\°
K.1
R2
3
VV]
Output
■
'VV^VV
^1^*
^
1
NC
^<"1
5
1
NC
(Channel
D)
Cl
~
l^
8
H^
C3
l^
8
H^
-=-
30
pf
-±-
30
pf
Input
(Chan
ine]
C)
Figure
2
Lowpass
Butterworth
Filter
R
1
=
R
2
=
R
3
=
1
6
K
Q,
Rf=32KQ,
C
x
=
.005
nf,
C
2
=
.
02uf,
C
3
=
.01uf
h)
Plot
the
spectrum
of
all
4
channels
using
the
RAPIDS
spectrum
analyzer.
Make
sure
Lab
2
Page
4
37
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