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OP297FS Datasheet(PDF) 8 Page - Analog Devices

Part # OP297FS
Description  Dual Low Bias Current Precision Operational Amplifier
PDF  12 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

OP297FS Datasheet(HTML) 8 Page - Analog Devices

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REV. E
–8–
OP297
PRECISION POSITIVE PEAK DETECTOR
In Figure 11, the CH must be of polystyrene, Teflon
®, or poly-
ethylene to minimize dielectric absorption and leakage. The
droop rate is determined by the size of CH and the bias current
of the OP297.
2N930
1/2
OP297
+15V
0.1 F
1k
1N4148
RESET
VIN
5
6
7
1
28
3
0.1 F
1/2
OP297
1k
1k
CH
–15V
VOUT
1k
Figure 11. Precision Positive Peak Detector
SIMPLE BRIDGE CONDITIONING AMPLIFIER
Figure 12 shows a simple bridge conditioning amplifier using the
OP297. The transfer function is
VV
R
RR
R
R
OUT
REF
F
=
+


∆
∆
The REF43 provides an accurate and stable reference voltage for
the bridge. To maintain the highest circuit accuracy, RF should
be 0.1% or better with a low temperature coefficient.
15V
3
2
1
1/2
OP297
VOUT
VOUT = VREF
R +
R
R
R
RF
5
6
7
1/2
OP297
VREF
4
8
REF43
R +
R
RF
4
Figure 12. A Simple Bridge Conditioning Amplifier
Using the OP297
NONLINEAR CIRCUITS
Due to its low input bias currents, the OP297 is an ideal log
amplifier in nonlinear circuits such as the square and square-
root circuits shown in Figures 13 and 14. Using the squaring
circuit of Figure 13 as an example, the analysis begins by writing a
voltage loop equation across transistors Q1, Q2, Q3, and Q4.
Vln
I
I
Vln
I
I
Vln
I
I
Vln
I
I
T
IN
S
T
IN
S
T
O
S
T
REF
S
1
1
2
2
3
3
4
4


+


=


+


All the transistors of the MAT04 are precisely matched and at
the same temperature, so the IS and VT terms cancel, giving
2 ln I
ln I
ln I
ln I
IN
O
REF
O
=+
=
×
()
I
REF
Exponentiating both sides of the equation leads to
I
I
I
O
IN
REF
= ()
2
Op amp A2 forms a current-to-voltage converter, which gives
VOUT = R2
× I
O. Substituting (VIN/R1) for IIN and the above
equation for IO yields
V
R
I
V
R
OUT
REF
IN
=




2
1
2
A similar analysis made for the square-root circuit of Figure 14
leads to its transfer function
VR
VI
R
OUT
IN
REF
=
()( )
2
1
1/2
OP297
7
6
5
VOUT
R2
33k
C2
100pF
IO
1/2
OP297
–15V
1
2
3
V+
V–
IREF
R3
50k
Q3
R1
33k
VIN
Q1
Q2
Q4
13
14
12
R4
50k
8
9
10
4
8
6
5
7
2
3
1
C1
100pF
MAT04E
Figure 13. Squaring Amplifier
1/2
OP297
7
6
5
VOUT
R2
33k
C2
100pF
IO
1/2
OP297
–15V
1
2
3
V+
V–
IREF
R3
50k
R1
33k
VIN
Q1
R4
50k
7
9
10
4
8
3
1
C1
100pF
MAT04E
8
Q3
5
6
Q4
13
12
14
Q2
Figure 14. Square-Root Amplifier



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