FEATURES
Wide Bandwidth: 60 MHz at Gain of –1
Wide Bandwidth: 33 MHz at Gain of –10
Very High Output Slew Rate: Up to 2000 V/s
20 MHz Full Power Bandwidth, 20 V p-p, R
Fast Settling: 100 ns to 0.1% (10 V Step)
Differential Gain Error: 0.03% at 4.4 MHz
Differential Phase Error: 0.158 at 4.4 MHz
High Output Drive: 650 mA into 50 Load
Low Offset Voltage: 150 mV Max (B Grade)
Low Quiescent Current: 6.5 mA
Available in Tape and Reel in Accordance with
EIA-481A Standard
APPLICATIONS
Flash ADC Input Amplifiers
High-Speed Current DAC Interfaces
Video Buffers and Cable Drivers
Pulse Amplifiers
PRODUCT DESCRIPTION
The AD844 is a high-speed monolithic operational amplifier
fabricated using Analog Devices’ junction isolated complementary bipolar (CB) process. It combines high bandwidth and very
fast large signal response with excellent dc performance. Although
optimized for use in current to voltage applications and as an
inverting mode amplifier, it is also suitable for use in many
noninverting applications.
The AD844 can be used in place of traditional op amps, but its
current feedback architecture results in much better ac performance, high linearity and an exceptionally clean pulse response.
This type of op amp provides a closed-loop bandwidth which is
determined primarily by the feedback resistor and is almost independent of the closed-loop gain. The AD844 is free from the slew
rate limitations inherent in traditional op amps and other
current-feedback op amps. Peak output rate of change can be over
2000 V/µs for a full 20 V output step. Settling time is typically
100 ns to 0.1%, and essentially independent of gain. The AD844
can drive 50 Ω loads to ±2.5 V with low distortion and is short
circuit protected to 80 mA.
The AD844 is available in four performance grades and three
package options. In the 16-lead SOIC (R) package, the AD844J is
specified for the commercial temperature range of 0°C to 70°C.
The AD844A and AD844B are specified for the industrial temperature range of –40°C to +85°C and are available in the cerdip (Q)
= 500
L
Monolithic Op Amp
AD844
CONNECTION DIAGRAMS
8-Lead Plastic (N),
and Cerdip (Q) Packages
NULL
–IN
+IN
–V
1
2
3
4
S
(Not to Scale)
AD844
TOP VIEW
8
NULL
7
+V
6
OUTPUT
5
TZ
S
OFFSETNULL
package. The AD844A is also available in an 8-lead plastic
mini-DIP (N). The AD844S is specified over the military temperature range of –55°C to +125°C. It is available in the 8-lead
cerdip (Q) package. “A” and “S” grade chips and devices processed
to MIL-STD-883B, REV. C are also available.
PRODUCT HIGHLIGHTS
1. The AD844 is a versatile, low cost component providing an
excellent combination of ac and dc performance.
2. It is essentially free from slew rate limitations. Rise and fall
times are essentially independent of output level.
3. The AD844 can be operated from ±4.5 V to ±18 V power
supplies and is capable of driving loads down to 50 Ω, as well
as driving very large capacitive loads using an external network.
4. The offset voltage and input bias currents of the AD844 are
laser trimmed to minimize dc errors; V
1 µV/°C and bias current drift is typically 9 nA/°C.
5. The AD844 exhibits excellent differential gain and differential phase characteristics, making it suitable for a variety of
video applications with bandwidths up to 60 MHz.
6. The AD844 combines low distortion, low noise and low drift
with wide bandwidth, making it outstanding as an input
amplifier for flash A/D converters.
16-Lead SOIC
(R) Package
1
NC
AD844
2
3
–IN
4
NC
5
+IN
6
NC
7
V–
TOP VIEW
8
NC
(Not to Scale)
NC = NO CONNECT
drift is typically
OS
16
NC
15
OFFSETNULL
14
V+
13
NC
12
OUTPUT
11
TZ
10
NC
9
NC
REV. D
Information furnished by Analog Devices is believed to be accurate and
reliable. However, no responsibility is assumed by Analog Devices for its
use, nor for any infringements of patents or other rights of third parties that
may result from its use. No license is granted by implication or otherwise
under any patent or patent rights of Analog Devices.
Stresses above those listed under Absolute Maximum Ratings may cause perma-
nent damage to the device at these or any other conditions above those
indicated in the operational sections of this specification is not implied. Exposure
to absolute maximum rating conditions for extended periods may affect device
reliability.
AD844AN–40°C to +85°CN-8
AD844ACHIPS–40°C to +85°CDie
AD844AQ–40°C to +85°CQ-8
AD844BQ–40°C to +85°CQ-8
AD844JR-160°C to 70°CR-16
AD844JR-16-REEL0°C to 70°C13" Tape
and Reel
AD844JR-16-REEL70°C to 70°C7" Tape
and Reel
AD844SCHIPS–55°C to +125°CDie
AD844SQ–55°C to +125°CQ-8
AD844SQ/883B–55°C to +125°CQ-8
5962-8964401PA–55°C to +125°CQ-8
*
N = Plastic DIP; Q = Cerdip; R = Small Outline IC (SOIC).
REV. D
–3–
Page 4
AD844–Typical Characteristics
(TA = 25C and VS = 15 V, unless otherwise noted)
70
60
50
40
–3dB BANDWIDTH – MHz
30
0520
1015
SUPPLY VOLTAGE – V
TPC 1. –3 dB Bandwidth vs.
Supply Voltage R1 = R2 = 500
20
TA = 25C
15
10
5
Ω
–60
–70
HARMONIC DISTORTION – dB
–80
–90
–100
–110
–120
–130
1V rms
2ND HARMONIC
3RD HARMONIC
1001k100k
INPUT FREQUENCY – Hz
10k
TPC 2. Harmonic Distortion vs.
Frequency, R1 = R2 = 1 k
20
RL = 500
T
= 25C
A
15
10
5
5
4
3
2
TRANSRESISTANCE – M
1
0
–50150
050100
TEMPERATURE – C
R
=
L
RL = 500
RL = 50
TPC 3. Transresistance vs.
Ω
Temperature
10
9
8
7
VS = 15V
6
SUPPLY CURRENT – mA
5
V
S
= 5V
MAGNITUDE OF THE OUTPUT VOLTAGE – V
0
0520
1015
SUPPLY VOLTAGE – V
TPC 4. Noninverting Input Voltage
Swing vs. Supply Voltage
2
1
I
0
–1
INPUT BIAS CURRENT – A
–2
–50150
050100
TEMPERATURE – C
BP
I
BN
TPC 7. Inverting Input Bias Current (I
Bias Current (I
) and Noninverting Input
BN
) vs. Temperature
BP
MAGNITUDE OF THE OUTPUT VOLTAGE – V
0
0520
1015
SUPPLY VOLTAGE – V
TPC 5. Output Voltage Swing
vs. Supply Voltage
100
10
5V SUPPLIES
1
0.1
OUTPUT IMPEDANCE –
0.01
10k100k100M
1M10M
FREQUENCY – Hz
TPC 8. Output Impedance vs.
Frequency, Gain = –1, R1 = R2 = 1 k
4
–60
0
–40 –2040 60 80 100 120 140
20
TEMPERATURE – C
TPC 6. Quiescent Supply
Current vs. Temperature and
Supply Voltage
40
35
30
25
20
–3dB BANDWIDTH – MHz
15
10
–40 –2040 60 80 100 120 140
–60
020
TEMPERATURE – C
VS = 15V
V
= 5V
S
TPC 9. –3 dB Bandwidth vs.
Ω
Temperature, Gain = –1,
R1 = R2 = 1 k
Ω
–4–
REV. 0
Page 5
Inverting Gain-of-1 AC Characteristics
AD844
+V
S
–
AD844
+
0.22F
–V
4.7
R1
R
L
4.7
S
0.22F
R2
V
IN
TPC 10. Inverting Amplifier,
Gain of –1 (R1 = R2)
6
0
–6
V
OUT
C
L
GAIN – dB
–12
–18
–24
100k1M100M10M
FREQUENCY – Hz
R1 = R2 = 500
R1 = R2 = 1k
TPC 11. Gain vs. Frequency for
Gain = –1, R
= 500 Ω, CL = 0 pF
L
–180
–210
–240
–270
PHASE – Degrees
–300
–330
050
R1 = R2 = 1k
FREQUENCY – MHz
R1 = R2 = 500
25
TPC 12. Phase vs. Frequency
Gain = –1, R
= 500 Ω, CL = 0 pF
L
TPC 13. Large Signal Pulse
Response, Gain = –1, R1 = R2 = 1 k
Ω
Inverting Gain-of-10 AC Characteristics
26
+V
S
0.22F
50
V
IN
4.7
500
–
AD844
+
R
L
0.22F
4.7
–V
S
TPC 15. Gain of –10 Amplifier
V
OUT
C
L
20
14
GAIN – dB
8
2
–4
100k1M100M10M
FREQUENCY – Hz
TPC 16. Gain vs. Frequency,
Gain = –10
RL = 500
RL = 50
TPC 14. Small Signal Pulse
Response, Gain = –1, R1 = R2 = 1 k
–180
–210
–240
–270
PHASE – Degrees
–300
–330
050
R
= 50
L
FREQUENCY – MHz
TPC 17. Phase vs. Frequency,
Gain = –10
Ω
RL = 500
25
REV. D
–5–
Page 6
AD844
Inverting Gain-of-10 Pulse Response
TPC 18. Large Signal Pulse
Response, Gain = –10, R
= 500
L
Ω
Noninverting Gain-of-10 AC Characteristics
26
+V
50
V
S
IN
–V
S
4.7
–
AD844
+
4.7
0.22F
450
0.22F
R
L
TPC 20. Noninverting Gain of
+10 Amplifier
V
OUT
20
14
GAIN – dB
8
C
2
L
–4
100k1M100M10M
FREQUENCY – Hz
TPC 21. Gain vs. Frequency,
Gain = +10
RL = 50
TPC 19. Small Signal Pulse
Response, Gain = –10, R
–180
R
= 500
L
–210
–240
–270
PHASE – Degrees
–300
–330
= 500
L
RL = 50k
050
FREQUENCY – MHz
Ω
R
= 500
L
25
TPC 22. Phase vs. Frequency,
Gain = +10
TPC 23. Noninverting Amplifier Large
Signal Pulse Response, Gain = +10,
RL = 500
Ω
–6–
TPC 24. Small Signal Pulse
Response, Gain = +10, R
= 500
L
Ω
REV. D
Page 7
AD844
UNDERSTANDING THE AD844
The AD844 can be used in ways similar to a conventional op
amp while providing performance advantages in wideband
applications. However, there are important differences in the
internal structure which need to be understood in order to
optimize the performance of the AD844 op amp.
Open Loop Behavior
Figure 1 shows a current feedback amplifier reduced to essentials. Sources of fixed dc errors such as the inverting node bias
current and the offset voltage are excluded from this model and
are discussed later. The most important parameter limiting the
dc gain is the transresistance, Rt, which is ideally infinite. A finite
value of R
is analogous to the finite open loop voltage gain in a
t
conventional op amp.
The current applied to the inverting input node is replicated by
the current conveyor so as to flow in resistor R
developed across R
Voltage gain is the ratio R
and R
= 50 Ω, the voltage gain is about 60,000. The open
IN
is buffered by the unity gain voltage follower.
t
/ RIN. With typical values of Rt = 3 MΩ
t
. The voltage
t
loop current gain is another measure of gain and is determined
by the beta product of the transistors in the voltage follower
stage (see Figure 4); it is typically 40,000.
+1
I
IN
R
IN
I
IN
R
t
C
t
+1
Figure 1. Equivalent Schematic
The important parameters defining ac behavior are the transcapacitance, C
, and the external feedback resistor (not shown).
t
The time constant formed by these components is analogous to
the dominant pole of a conventional op amp, and thus cannot
be reduced below a critical value if the closed loop system is to
be stable. In practice, C
is held to as low a value as possible
t
(typically 4.5 pF) so that the feedback resistor can be maximized
while maintaining a fast response. The finite R
also affects the
IN
closed loop response in some applications as will be shown.
The open loop ac gain is also best understood in terms of the
transimpedance rather than as an open loop voltage gain. The
open loop pole is formed by R
in parallel with Ct. Since Ct is
t
typically 4.5 pF, the open loop corner frequency occurs at
about 12 kHz. However, this parameter is of little value in
determining the closed loop response.
Response as an Inverting Amplifier
Figure 2 shows the connections for an inverting amplifier.
Unlike a conventional amplifier the transient response and the
small signal bandwidth are determined primarily by the value of
the external feedback resistor, R1, rather than by the ratio of
R1/R2 as is customarily the case in an op amp application. This
is a direct result of the low impedance at the inverting input. As
with conventional op amps, the closed loop gain is –R1/R2.
The closed loop transresistance is simply the parallel sum of R1
and R
. Since R1 will generally be in the range 500 Ω to 2 kΩ
t
is about 3 MΩ the closed loop transresistance will be
and R
t
only 0.02% to 0.07% lower than R1. This small error will often
be less than the resistor tolerance.
When R1 is fairly large (above 5 kΩ) but still much less than R
,
t
the closed loop HF response is dominated by the time constant
. Under such conditions the AD844 is over-damped and
R1C
t
will provide only a fraction of its bandwidth potential. Because
of the absence of slew rate limitations under these conditions,
the circuit will exhibit a simple single pole response even under
large signal conditions.
In Figure 2, R3 is used to properly terminate the input if desired.
R3 in parallel with R2 gives the terminated resistance. As R1 is
lowered, the signal bandwidth increases, but the time constant
R1C
becomes comparable to higher order poles in the closed
t
loop response. Therefore, the closed loop response becomes
complex, and the pulse response shows overshoot. When R2 is
much larger than the input resistance, R
, at Pin 2, most of the
IN
feedback current in R1 is delivered to this input; but as R2
becomes comparable to R
, less of the feedback is absorbed at
IN
Pin 2, resulting in a more heavily damped response. Consequently, for low values of R2 it is possible to lower R1 without
causing instability in the closed loop response. Table I lists
combinations of R1 and R2 and the resulting frequency response
for the circuit of Figure 2. TPC 13 shows the very clean and fast
±10 V pulse response of the AD844.
The AD844 works well as the active element in an operational
current to voltage converter, used in conjunction with an external scaling resistor, R1, in Figure 3. This analysis includes the
stray capacitance, C
, of the current source, which might be a
S
high speed DAC. Using a conventional op amp, this capacitance
forms a “nuisance pole” with R1 which destabilizes the closed
loop response of the system. Most op amps are internally compensated for the fastest response at unity gain, so the pole due
to R1 and C
system. For example, if R1 were 2.5 kΩ a C
reduces the already narrow phase margin of the
S
of 15 pF would
S
place this pole at a frequency of about 4 MHz, well within the
response range of even a medium speed operational amplifier.
In a current feedback amp this nuisance pole is no longer determined by R1 but by the input resistance, R
. Since this is about
IN
50 Ω for the AD844, the same 15 pF forms a pole 212 MHz
and causes little trouble. It can be shown that theresponse of
this system is:
V
= – Isig
OUT
KR1
(1 + sTd )(1 + sTn )
where K is a factor very close to unity and represents the finite
dc gain of the amplifier, Td is the dominant pole and Tn is the
nuisance pole:
I
SIG
C
S
R1
AD844
V
OUT
R
L
C
L
Figure 3. Current-to-Voltage Converter
Circuit Description of the AD844
A simplified schematic is shown in Figure 4. The AD844 differs
from a conventional op amp in that the signal inputs have
radically different impedance. The noninverting input (Pin 3)
presents the usual high impedance. The voltage on this input is
transferred to the inverting input (Pin 2) with a low offset
voltage, ensured by the close matching of like polarity transistors operating under essentially identical bias conditions. Laser
trimming nulls the residual offset voltage, down to a few
tens of microvolts. The inverting input is the common emitter
node of a complementary pair of grounded base stages and
behaves as a current summing node. In an ideal current feedback op amp the input resistance would be zero. In the AD844
it is about 50 Ω.
A current applied to the inverting input is transferred to a
complementary pair of unity-gain current mirrors which deliver
the same current to an internal node (Pin 5) at which the full
output voltage is generated. The unity-gain complementary
voltage follower then buffers this voltage and provides the load
driving power. This buffer is designed to drive low impedance
loads such as terminated cables, and can deliver ±50 mA into a
50 Ω load while maintaining low distortion, even when operating at supply voltages of only ±6 V. Current limiting (not
shown) ensures safe operation under short circuited conditions.
+V
7
S
I
B
R
=
RR
+ 1
t
t
t
K
Td = KR1C
Tn = RINCS (assuming RIN << R1)
Using typical values of R1 = 1 kΩ and R
= 3 MΩ, K is 0.9997;
t
in other words, the “gain error” is only 0.03%. This is much less
than the scaling error of virtually all DACs and can be absorbed,
if necessary, by the trim needed in a precise system.
In the AD844, R
is fairly stable with temperature and supply
t
voltages, and consequently the effect of finite “gain” is negligible unless high value feedback resistors are used. Since that
would result in slower response times than are possible, the
relatively low value of R
in the AD844 will rarely be a signifi-
t
cant source of error.
–8–
3256
+INOUT
I
B
–IN
TZ
–V
4
S
Figure 4. Simplified Schematic
REV. D
Page 9
AD844
It is important to understand that the low input impedance at
the inverting input is locally generated, and does not depend on
feedback. This is very different from the “virtual ground” of a
conventional operational amplifier used in the current summing
mode which is essentially an open circuit until the loop settles.
In the AD844, transient current at the input does not cause
voltage spikes at the summing node while the amplifier is settling.
Furthermore, all of the transient current is delivered to the
slewing (TZ) node (Pin 5) via a short signal path (the grounded
base stages and the wideband current mirrors).
The current available to charge the capacitance (about 4.5 pF)
at TZ node, is always proportional to the input error current, and
the slew rate limitations associated with the large signal response
of op amps do not occur. For this reason, the rise and fall times
are almost independent of signal level. In practice, the input
current will eventually cause the mirrors to saturate. When using
±15 V supplies, this occurs at about 10 mA (or ±2200 V/µs).
Since signal currents are rarely this large, classical “slew rate”
limitations are absent.
This inherent advantage would be lost if the voltage follower
used to buffer the output were to have slew rate limitations. The
AD844 has been designed to avoid this problem, and as a result
the output buffer exhibits a clean large signal transient response,
free from anomalous effects arising from internal saturation.
Response as a Noninverting Amplifier
Since current feedback amplifiers are asymmetrical with regard
to their two inputs, performance will differ markedly in noninverting and inverting modes. In noninverting modes, the large
signal high speed behavior of the AD844 deteriorates at low
gains because the biasing circuitry for the input system (not
shown in Figure 4) is not designed to provide high input voltage
slew rates.
However, good results can be obtained with some care. The
noninverting input will not tolerate a large transient input; it
must be kept below ±1
V for best results. Consequently this mode
is better suited to high gain applications (greater than ×10).
TPC 20 shows a noninverting amplifier with a gain of 10 and a
bandwidth of 30 MHz. The transient response is shown in
TPCs 23 and 24. To increase the bandwidth at higher gains, a
capacitor can be added across R2 whose value is approximately
the ratio of R1 and R2 times C
.
t
Noninverting Gain of 100
The AD844 provides very clean pulse response at high noninverting gains. Figure 5 shows a typical configuration providing a
gain of 100 with high input resistance. The feedback resistor is
kept as low as practicable to maximize bandwidth, and a peaking capacitor (C
) can optionally be added to further extend
PK
the bandwidth. Figure 6 shows the small signal response with
= 3 nF, RL = 500 Ω, and supply voltages of either ±5 V or
C
PK
±15 V. Gain bandwidth products of up to 900 MHz can be achieved
in this way.
The offset voltage of the AD844 is laser trimmed to the 50 µV
level and exhibits very low drift. In practice, there is an additional offset term due to the bias current at the inverting input
(I
) which flows in the feedback resistor (R1). This can option-
BN
ally be nulled by the trimming potentiometer shown in Figure 5.
+V
S
4.7
R1
499
0.22F
0.22F
R
L
8
S
C
PK
4.99
V
OFFSET
TRIM
3nF
R2
IN
20
–
AD844
+
4.7
–V
Figure 5. Noninverting Amplifier Gain = 100, Optional
Offset Trim Is Shown
46
40
34
GAIN – dB
28
22
16
100k1M
FREQUENCY – Hz
VS = 15V
V
S
= 5V
10M
20M
Figure 6. AC Response for Gain = 100, Configuration
Shown in Figure 5
USING THE AD844
Board Layout
As with all high frequency circuits considerable care must be
used in the layout of the components surrounding the AD844.
A ground plane, to which the power supply decoupling capacitors are connected by the shortest possible leads, is essential
to achieving clean pulse response. Even a continuous ground
plane will exhibit finite voltage drops between points on the
plane, and this must be kept in mind in selecting the grounding
points. Generally speaking, decoupling capacitors should be
taken to a point close to the load (or output connector) since
the load currents flow in these capacitors at high frequencies.
The +IN and –IN circuits (for example, a termination resistor
and Pin 3) must be taken to a common point on the ground
plane close to the amplifier package.
Use low impedance capacitors (AVX SR305C224KAA or
equivalent) of 0.22 µF wherever ac coupling is required. Include
either ferrite beads and/or a small series resistance (approximately 4.7 Ω) in each supply line.
REV. D
–9–
Page 10
AD844
Input Impedance
At low frequencies, negative feedback keeps the resistance at the
inverting input close to zero. As the frequency increases, the
impedance looking into this input will increase from near zero to
the open loop input resistance, due to bandwidth limitations,
making the input seem inductive. If it is desired to keep the
input impedance flatter, a series RC network can be inserted
across the input. The resistor is chosen so that the parallel sum
of it and R2 equals the desired termination resistance. The
capacitance is set so that the pole determined by this RC network
is about half the bandwidth of the op amp. This network is not
important if the input resistor is much larger than the termination used, or if frequencies are relatively low. In some cases, the
small peaking that occurs without the network can be of use in
extending the –3 dB bandwidth.
Driving Large Capacitive Loads
Capacitive drive capability is 100 pF without an external network. With the addition of the network shown in Figure 7, the
capacitive drive can be extended to over 10,000 pF, limited by
internal power dissipation. With capacitive loads, the output
speed becomes a function of the overdriven output current
limit. Since this is roughly ±100 mA, under these conditions,
the maximum slew rate into a 1000 pF load is ±100 V/µs.
Figure 8 shows the transient response of an inverting amplifier
(R1 = R2 = 1 kΩ) using the feed forward network shown in
Figure 7, driving a load of 1000 pF.
AD844
750
22pF
V
OUT
C
L
Figure 7. Feed Forward Network for Large Capacitive
Loads
Schottky diodes, to create the error signal and limit the input
signal to the oscilloscope. For measuring settling time, the ratio
of R6/R5 is equal to R1/R2. For unity gain, R6 = R5 = 1 kΩ,
= 500 Ω. For the gain of –10, R5 = 50 Ω, R6 = 500 Ω
and R
L
and R
was not used since the summing network loads the
L
output with approximately 275 Ω. Using this network in a
unity-gain configuration, settling time is 100 ns to 0.1% for a
–5 V to +5 V step with C
R5
D1D2
V
IN
R3
D1, D2 IN6263 OR EQUIV. SCHOTTKY DIODE
= 10 pF.
L
TO SCOPE
(TEK 7A11 FET PROBE)
R2
R6
AD844
R1
V
OUT
R
L
C
L
Figure 9. Settling Time Test Fixture
DC Error Calculation
Figure 10 shows a model of the dc error and noise sources for
the AD844. The inverting input bias current, I
feedback resistor. I
in the resistance at Pin 3 (R
, the noninverting input bias current, flows
BP
), and the resulting voltage (plus
P
, flows in the
BN
any offset voltage) will appear at the inverting input. The total
error, V
, at the output is:
O
VO= (IBPRP+VOS+ IBNRIN)1+
R1
R2
+ I
BN
R1
Since IBN and IBP are unrelated both in sign and magnitude,
inserting a resistor in series with the noninverting input will not
necessarily reduce dc error and may actually increase it.
Figure 8. Driving 1000 pF CL with Feed Forward Network
of Figure 7
Settling Time
Settling time is measured with the circuit of Figure 9. This
circuit employs a false summing node, clamped by the two
–10–
R1
V
R2
N
+
~
I
NN
I
NP
R
P
R
IN
I
BN
I
BP
AD844
V
OS
Figure 10. Offset Voltage and Noise Model for the AD844
REV. D
Page 11
Noise
V
OUT
– IRE
DIFFERENTIAL PHASE – Degree
0.3
0.2
–0.3
01890
365472
0.1
0
–0.1
–0.2
IRE = 7.14mV
V
OUT
– IRE
DIFFERENTIAL PHASE – Degree
0.06
0.04
–0.06
0
18
90
36
54
72
0.02
0
–0.02
–0.04
IRE = 7.14mV
Noise sources can be modeled in a manner similar to the dc bias
currents, but the noise sources are I
induced noise at the output, V
VON= (( Inp RP)2+Vn2)1+
, INP, VN, and the amplifier
NN
, is:
ON
R1
R2
2
+( Inn R1)
2
Overall noise can be reduced by keeping all resistor values to a
minimum. With typical numbers, R1 = R2 = 1 kΩ, R
Vn = 2 nV/√Hz, Inp = 10 pA/√Hz, Inn = 12 pA/√Hz , V
= 0,
P
ON
calculates to 12 nV/√Hz. The current noise is dominant in
this case, as it will be in most low gain applications.
Video Cable Driver Using 5 Volt Supplies
The AD844 can be used to drive low impedance cables. Using
±5 V supplies, a 100 Ω load can be driven to ±2.5 V with low
distortion. Figure 11a shows an illustrative application which
provides a noninverting gain of 2, allowing the cable to be
reverse-terminated while delivering an overall gain of +1 to the
load. The –3 dB bandwidth of this circuit is typically 30 MHz.
Figure 11b shows a differential gain and phase test setup. In
video applications, differential-phase and differential-gain
characteristics are often important. Figure 11c shows the variation in phase as the load voltage varies. Figure 11d shows the
gain variation.
Applications–
AD844
Figure 11c. Differential Phase for the Circuit of Figure 11a
+5V
2.2F
V
IN
50
3
7
6
2
4
2.2F
–5V
50
300
300
ZO = 50
R
50
V
OUT
L
Figure 11a. The AD844 as a Cable Driver
HP8753A
NETWORK
ANALYZER
EXT
TRIG
SYNC OUT
HP3314A
STAIRCASE
GENERATOR
R
OUT
INRF OUT
HP11850C
SPLITTER
OUT
(TERMINATOR)
50
OUT
OUT
V
IN
V
470
IN
CIRCUIT
UNDER
TEST
V
OUT
Figure 11b. Differential Gain/Phase Test Setup Figure
Figure 11d. Differential Gain for the Circuit of Figure 11a
High Speed DAC Buffer
The AD844 performs very well in applications requiring
current-to-voltage conversion. Figure 12 shows connections for
use with the AD568 current output DAC. In this application the
bipolar offset is used so that the full-scale current is ±5.12 mA,
which generates an output of ±5.12 V usingdecoupling and
grounding techniques to achieve the full 12-bit accuracy and
realize the fast settling capabilities of the system. The unmarked
capacitors in this figure are 0.1 µF ceramic (for the 1 kΩ appli-
cation resistor on the AD568. Figure 13 shows the full-scale
transient response. Care is needed in power supply example,
AVX Type SR305C104KAA), and the ferrite inductors should
be about 2.5 µH (for example, Fair-Rite Type 2743002122).
The AD568 data sheet should be consulted for more complete
details about its use.
The AD844 is an excellent choice as an output amplifier for the
AD539 multiplier, in all of its connection modes. (See AD539
data sheet for full details.) Figure 14 shows a simple multiplier
providing the output:
VW= –
V
XVY
2 V
where VX is the “gain control” input, a positive voltage of from
0 V to 3.2 V (max) and V
is the “signal voltage,” nominally
Y
±2 V FS but capable of operation up to ±4.2 V. The peak output in this configuration is thus ±6.7 V. Using all four of the
internal application resistors provided on the AD539 in parallel
results in a feedback resistance of 1.5 kΩ, at which value the
bandwidth of the AD844 is about 22 MHz, and is essentially
independent of V
. The gain at VX = 3.16 V is +4 dB.
X
0.22F
*VX AND VY INPUTS MAY OPTIONALLY
BE TERMINATED – TYPICALLY BY USING
A 50 OR 75 RESISTOR TO GROUND.
10
–V
TYP+6V
@15A
S
Figure 14. 20 MHz VGA Using the AD539
Figure 15 shows the small signal response for a 50 dB gain
control range (V
= 10 mV to 3.16 V). At small values of VX,
X
capacitive feedthrough on the PC board becomes troublesome,
and very careful layout techniques are needed to minimize this
problem. A ground strip between the pins of the AD539 will be
helpful in this regard. Figure 16 shows the response to a 2 V
pulse on V
for VX = 1 V, 2 V, and 3 V. For these results, a load
Y
resistor of 500 Ω was used and the supplies were ±9 V. The
multiplier will operate from supplies between ±4.5 V and ± 16.5 V.
Disconnecting Pins 9 and 16 on the AD539 alters the denominator in the above expression to 1 V, and the bandwidth will be
approximately 10 MHz, with a maximum gain of 10 dB. Using
only Pin 9 or Pin 16 results in a denominator of 0.5 V, a bandwidth of 5 MHz and a maximum gain of 16 dB.
–12–
REV. D
Page 13
GAIN – dB
–16
–26
–36
–46
AD844
+4
VX = 3.15V
–6
V
= 1.0V
X
= 0.316V
V
X
V
= 0.10V
X
= 0.032V
V
X
–56
100k1M60M
FREQUENCY – Hz
10M
Figure 15. VGA AC ResponseFigure 16. VGA Transient Response with VX = 1 V, 2 V, and 3 V