Data Sheet AD8005
Figure 24. Test Circuit; G = +2; R
F
= R
G
= 3.01 kΩ for N-8 Package;
R
F
= R
G
= 2.49for R-8 and RJ-5 Packages
Figure 25. 200 mV Step Response; G = +2, V
S
= ±2.5 V or ±5 V
Figure 26. Step Response; G = +2, V
S
= ±5 V
Figure 27. Test Circuit; G = 1, R
F
= R
G
= 1.5 kΩ for N-8, R-8, and RJ-5
Packages
Figure 28. 200 mV Step Response; G = 1, V
S
= ±2.5 V or ±5 V
Figure 29. Step Response; G = 1, V
S
= ±5 V
R
G
R
F
C
PROBE
R
L
1kΩ
V
OUT
V
IN
50Ω
+V
S
0.01µF
0.01µF
10µF
10µF
–V
S
PROBE: TEK P6137
C
LOAD
= 10pF NOMINAL
12146-024
100
90
10
0%
10ns50mV
12146-025
100
90
10
0%
10ns1V
12146-026
C
PROBE
R
L
1kΩ
V
OUT
+V
S
0.01µF
0.01µF
10µF
10µF
–V
S
PROBE: TEK P6137
C
LOAD
= 10pF NOMINAL
1.5kΩ 1.5kΩ
V
IN
51.1Ω
12146-027
100
90
10
0%
10ns50mV
12146-028
100
90
10
0%
10ns1V
12146-029
Rev. B | Page 9 of 16
AD8005 Data Sheet
APPLICATIONS
DRIVING CAPACITIVE LOADS
Capacitive loads interact with the output impedance of an op
amp to create an extra delay in the feedback path. This reduces
circuit stability and can cause unwanted ringing and oscillation.
A given value of capacitance causes much less ringing when the
amplifier is used with a higher noise gain.
The capacitive load drive of the AD8005 can be increased by
adding a low valued resistor in series with the capacitive load.
Introducing a series resistor tends to isolate the capacitive load
from the feedback loop, thereby diminishing its influence.
Figure 31 shows the effects of a series resistor on capacitive drive
for varying voltage gains. As the closed-loop gain is increased,
the larger phase margin allows for larger capacitive loads with
less overshoot. Adding a series resistor at lower closed-loop
gains accomplishes the same effect. For large capacitive loads,
the frequency response of the amplifier is dominated by the
roll-off of the series resistor and capacitive load.
Figure 30. Driving Capacitive Loads
Figure 31. Capacitive Load Drive vs. Closed-Loop Gain
SINGLE-SUPPLY LEVEL SHIFTER
In addition to providing buffering, many systems require that an
op amp provide level shifting. A common example is the level
shifting required to move a bipolar signal into the unipolar range
of many modern analog-to-digital converters (ADCs). In general,
single supply ADCs have input ranges that are referenced neither
to ground nor supply. Instead the reference level is some point
in between, usually halfway between ground and supply (+2.5 V
for a single supply 5 V ADC). Because high-speed ADCs typically
have input voltage ranges of 1 V to 2 V, the op amp driving it
must be single supply but not necessarily rail-to-rail.
Figure 32. Bipolar to Unipolar Shift Lever
Figure 32 shows a level shifter circuit that can move a bipolar
signal into a unipolar range. A positive reference voltage, derived
from the +5 V supply, sets a bias level of +1.25 V at the nonin-
verting terminal of the op amp. In ac applications, the accuracy
of this voltage level is not important; however, noise is a serious
consideration. A 0.1 mF capacitor provides useful decoupling of
this noise.
The bias level on the noninverting terminal sets the input common-
mode voltage to +1.25 V. Because the output is always positive,
the op amp can be powered with a single +5 V power supply.
The overall gain function is given by the equation:
REFIN
OUT
V
R
R
RR
R
V
R
R
V
+
+
+
=
1
2
1
43
4
1
2
In the above example, the equation simplifies to
V
OUT
= −V
IN
+ 2.5 V
SINGLE-ENDED-TO-DIFFERENTIAL CONVERSION
Many single supply ADCs have differential inputs. In such
cases, the ideal common-mode operating point is usually
halfway between supply and ground. Figure 33 shows how to
convert a single-ended bipolar signal into a differential signal
with a common-mode level of 2.5 V.
Figure 33. Single-Ended-to-Differential Converter
R
F
R
G
R
S
R
L
1kΩ
C
L
AD8005
12146-030
1 2 4 53
CAPACITIVE LOAD (pF)
CLOSED-LOOP GAIN (V/V)
80
70
60
50
40
30
20
10
0
V
S
= ±5V
2V OUTPUT STEP
WITH 30% OVERSHOOT
R
S
= 10Ω
R
S
= 5Ω
R
S
= 0Ω
12146-031
R2
1.5kΩ
R1
1.5kΩ
R3
30.1kΩ
R4
10kΩ
V
REF
5V
V
OUT
10µF0.01µF
0.1µF
5V
V
IN
AD8005
12146-032
0.1µF
0.1µF
0.1µF
+5V
AD8005
BIPOLAR
SIGNAL
±0.5V
0.1µF
+5V
+5V
AD8005
2.49kΩ
2.49kΩ
R
F1
2.49kΩ
R
IN
1kΩ
R
F1
3.09kΩ
R
G
619Ω
2.49kΩ
2.49kΩ
+5V
V
OUT
12146-033
Rev. B | Page 10 of 16
Data Sheet AD8005
Amp 1 has its +input driven with the ac-coupled input signal
while the +input of Amp 2 is connected to a bias level of +2.5 V.
Thus the input of Amp 2 is driven to virtual +2.5 V by its output.
Therefore, Amp 1 is configured for a noninverting gain of five,
(1 + R
F1
/R
G
), because R
G
is connected to the virtual +2.5 V of
the input of Amp 2.
When the +input of Amp 1 is driven with a signal, the same
signal appears at the input of Amp 1. This signal serves as an
input to Amp 2 configured for a gain of 5, (−R
F2
/R
G
). Thus the
two outputs move in opposite directions with the same gain and
create a balanced differential signal.
This circuit can be simplified to create a bipolar in/bipolar out
single-ended to differential converter. Obviously, a single supply
is no longer adequate and the −V
S
pins must now be powered
with 5 V. The +input to Amp 2 is tied to ground. The ac coupling
on the +input of Amp 1 is removed and the signal can be fed
directly into Amp 1.
LAYOUT CONSIDERATIONS
In order to achieve the specified high-speed performance of the
AD8005, the user must be attentive to board layout and component
selection. Proper R
F
design techniques and selection of components
with low parasitics are necessary.
The printed circuit board (PCB) must have a ground plane that
covers all unused portions of the component side of the board.
This provides a low impedance path for signals flowing to ground.
Remove the ground plane from the area under and around the
chip (leave about 2 mm between the pin contacts and the
ground plane). This helps to reduce stray capacitance. If both
signal tracks and the ground plane are on the same side of the
PCB, also leave a 2 mm gap between ground plane and track.
Figure 34. Inverting and Nonconverting Configurations
Chip capacitors have low parasitic resistance and inductance and
are suitable for supply bypassing (see Figure 34). Make sure that
one end of the capacitor is within 1/8 inch of each power pin
with the other end connected to the ground plane. An additional
large (0.47 µF − 10 µF) tantalum electrolytic capacitor must also
be connected in parallel. This capacitor supplies current for fast,
large signal changes at the output. It must not necessarily be as
close to the power pin as the smaller capacitor.
Locate the feedback resistor close to the inverting input pin in
order to keep the stray capacitance at this node to a minimum.
Capacitance variations of less than 1.5 pF at the inverting input
significantly affect high-speed performance.
Use stripline design techniques for long signal traces (that is,
greater than about 1 inch). Striplines must have a characteristic
impedance of either 50 Ω or 75 Ω. For the stripline to be effective,
correct termination at both ends of the line is necessary.
Table 5. Typical Bandwidth vs. Gain Setting Resistors
Gain R
F
R
G
R
T
Small Signal 3 dB BW
(MHz), V
S
= ±5 V
−1 1.49 kΩ 1.49 kΩ 52.3 120 MHz
−10 1 kΩ 100 Ω 100 Ω 60 MHz
+1 2.49 kΩ 49.9 Ω 270 MHz
+2
2.49 kΩ
2.49 kΩ
49.9 Ω
170 MHz
+10 499 Ω 56.2 Ω 49.9 Ω 40 MHz
INCREASING FEEDBACK RESISTORS
Unlike conventional voltage feedback op amps, the choice of
feedback resistor has a direct impact on the closed-loop bandwidth
and stability of a current feedback op amp circuit. Reducing the
resistance below the recommended value makes the amplifier
more unstable. Increasing the size of the feedback resistor
reduces the closed-loop bandwidth.
Figure 35. Saving Power by Increasing Feedback Resistor Network
In power-critical applications where some bandwidth can be
sacrificed, increasing the size of the feedback resistor yields
significant power savings. A good example of this is the gain of
+10 case. Operating from a bipolar supply (±5 V), the quiescent
current is 475 µA (excluding the feedback network). The recom-
mended feedback and gain resistors are 499 Ω and 56.2 Ω
respectively. In order to drive an rms output voltage of 2 V, t h e
output must deliver a current of 3.6 mA to the feedback network.
Increasing the size of the resistor network by a factor of 10, as
shown in Figure 35, reduces this current to 360 µA; however,
the closed loop bandwidth decreases to 20 MHz.
C1
0.01µF
C2
0.01µF
C3
10µF
C4
10µF
INVERTING CONFIGURATION
V
IN
R
G
R
T
R
F
R
O
V
OUT
+V
S
–V
S
C1
0.01µF
C2
0.01µF
C3
10µF
C4
10µF
V
IN
R
G
R
T
R
F
R
O
NONINVERTING CONFIGURATION
V
OUT
+V
S
–V
S
12146-034
360µA (rms)
V
OUT
2V (rms)
+5V
4.99kΩ562Ω
–5V
AD8005
V
IN
0.2V (rms)
QUIESCENT CURRENT
475µA (MAX)
12146-035
Rev. B | Page 11 of 16

AD8005ARZ

Mfr. #:
Manufacturer:
Analog Devices Inc.
Description:
Operational Amplifiers - Op Amps 270MHz 400uA Current Feedback
Lifecycle:
New from this manufacturer.
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