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OP297EZ

Part # OP297EZ
Description OP AMP DUAL GP 20V 8CDIP - Rail/Tube
Category IC
Availability Out of Stock
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Qty Price
1 + $9.13760



Technical Document


DISCLAIMER: The information provided herein is solely for informational purposes. Customers must be aware of the suitability of this product for their application, and consider that variable factors such as Manufacturer, Product Category, Date Codes, Pictures and Descriptions may differ from available inventory.

8/21/97 4:00 PM
OP297
–10–
REV. D
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 34 and 35. Using the squaring
circuit of Figure 34 as an example, the analysis begins by writing
a voltage loop equation across transistors Q
1
, Q
2
, Q
3
and Q
4
.
V
T1
ln
I
IN
I
S1
+V
T2
ln
I
IN
I
S2
=V
T 3
ln
I
O
I
S3
+V
T 4
ln
I
REF
I
S4
All the transistors of the MAT04 are precisely matched and at
the same temperature, so the I
S
and V
T
terms cancel, giving:
2 ln I
IN
= ln I
O
+ ln I
REF
= ln (I
O
×
I
REF
)
Exponentiating both sides of the equation leads to:
I
O
=
(I
IN
)
2
I
REF
Op amp A
2
forms a current-to-voltage converter which gives
V
OUT
= R2 × 10. Substituting (V
IN
/R1) for I
IN
and the above
equation for I
O
yields:
V
OUT
=
R2
I
REF
V
IN
R1
2
A similar analysis made for the square-root circuit of Figure 35
leads to its transfer function:
V
OUT
= R2
(V
IN
)(I
REF
)
R1
Figure 34. Squaring Amplifier
V
IN
33k
1/2
OP-297
A
1
2
3
8
1
4
V–
V+
C
1
100pF
C
2
100pF
R
2
33k
R
1
I
O
I
IN
I
REF
V
OUT
1/2
OP-297
A
2
6
5
7
MAT-04E
Q
1
1
3
2
Q
4
14
12
13
Q
2
7
5
6
Q
3
8
10
9
50k
R
3
50k
R
4
–15V
+
+
8/21/97 4:00 PM
OP297
–11–REV. D
In these circuits, I
REF
is a function of the negative power supply.
To maintain accuracy, the negative supply should be well regu-
lated. For applications where very high accuracy is required, a
voltage reference may be used to set I
REF
. An important consid-
eration for the squaring circuit is that a sufficiently large input
voltage can force the output beyond the operating range of the
output op amp. Resistor R4 can be changed to scale I
REF
, or R1,
and R2 can be varied to keep the output voltage within the
usable range.
Unadjusted accuracy of the square-root circuit is better than
0.1% over an input voltage range of 100 mV to 10 V. For a
similar input voltage range, the accuracy of the squaring circuit
is better than 0.5%.
Figure 35. Square-Root Amplifier
V
IN
33k
1/2
OP-297
2
3
8
1
4
V–
V+
C
1
100pF
C
2
100pF
R
2
33k
R
1
I
O
I
IN
I
REF
V
OUT
1/2
OP-297
6
5
7
MAT-04E
Q
1
1
3
2
Q
4
14
12
13
Q
2
7
5
6
Q
3
8
10
9
2k
R
5
50k
R
3
50k
R
4
–15V
+
+
OP297 SPICE MACRO-MODEL
Figures 36 and 37 show the node end net list for a SPICE
macro model of the OP297. The model is a simplified version of
the actual device and simulates important dc parameters such as
V
OS
, I
OS
, I
B
, A
VO
, CMR, V
O
and I
SY
. AC parameters such as
slew rate, gain and phase response and CMR change with fre-
quency are also simulated by the model.
The model uses typical parameters for the OP297. The poles
and zeros in the model were determined from the actual open
and closed-loop gain and phase response of the OP297. In this
way, the model presents an accurate ac representation of the
actual device. The model assumes an ambient temperature
of 25°C.
8/21/97 4:00 PM
OP297
–12–
REV. D
Figure 36. OP297 Macro-Model
D
1
R
5
2
R
1
–IN
+IN
1
I
OS
R
2
3
D
2
9
10
11
4
98
R
6
Q
2
Q
1
C
2
D
4
D
3
E
1
R
8
R
9
C
4
V
2
C
3
G
1
12
R
7
13
14
E
REF
50
I
1
R
3
R
4
5
6
15
16
C
IN
7
+
E
OS
R
IN1
R
IN2
8
99
V
3
+
+
+
+
98
C
8
G
3
22
R
15
E
3
R
13
R
14
C
7
C
5
E
2
R
11
R
12
G
2
17
R
10
C
6
+
+
99
D
10
22
26
27
28
29
25
L
1
50
+
+
D
5
D
6
D
7
D
8
G
6
R
18
V
5
V
4
G
7
R
19
G
5
G
4
D
9
I
SY
R
16
23
R
17
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