Output IP3: +28 dBm: Re 50 @ 250 MHz
Low Noise Figure: 5.9 dB @ 250 MHz
Two Gain Versions:
AD8350-15: 15 dB
AD8350-20: 20 dB
–3 dB Bandwidth: 1.0 GHz
Single Supply Operation: 5 V to 10 V
Supply Current: 28 mA
Input/Output Impedance: 200
Single-Ended or Differential Input Drive
8-Lead SOIC Package and 8-Lead microSOIC Package
APPLICATIONS
Cellular Base Stations
Communications Receivers
RF/IF Gain Block
Differential A-to-D Driver
SAW Filter Interface
Single-Ended-to-Differential Conversion
High Performance Video
High Speed Data Transmission
1.0 GHz Differential Amplifier
AD8350
FUNCTIONAL BLOCK DIAGRAM
8-Lead SOIC and SOIC Packages (with Enable)
PRODUCT DESCRIPTION
The AD8350 series are high performance fully-differential
amplifiers useful in RF and IF circuits up to 1000 MHz. The
amplifier has excellent noise figure of 5.9 dB at 250 MHz. It
offers a high output third order intercept (OIP3) of +28 dBm
at 250 MHz. Gain versions of 15 dB and 20 dB are offered.
The AD8350 is designed to meet the demanding performance
requirements of communications transceiver applications. It
enables a high dynamic range differential signal chain, with
exceptional linearity and increased common-mode rejection.
The device can be used as a general purpose gain block, an
A-to-D driver, and high speed data interface driver, among
other functions. The AD8350 input can also be used as a singleended-to-differential converter.
The amplifier can be operated down to 5 V with an OIP3 of
+28 dBm at 250 MHz and slightly reduced distortion performance. The wide bandwidth, high dynamic range and temperature
stability make this product ideal for the various RF and IF
frequencies required in cellular, CATV, broadband, instrumentation and other applications.
The AD8350 is offered in an 8-lead single SOIC package and
µSOIC package. It operates from 5 V and 10 V power supplies,
drawing 28 mA typical. The AD8350 offers a power enable function for power-sensitive applications. The AD8350 is fabricated
using Analog Devices’ proprietary high speed complementary
bipolar process. The device is available in the industrial (–40°C to
+85°C) temperature range.
REV. A
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.
Operating Temperature Range . . . . . . . . . . . –40°C to +85°C
Storage Temperature Range . . . . . . . . . . . . –65°C to +150°C
Lead Temperature Range (Soldering 60 sec) . . . . . . . . . 300°C
*Stresses above those listed under Absolute Maximum Ratings may cause perma-
nent damage to the device. This is a stress rating only; functional operation of the
device at these or any other conditions above those indicated in the operational
section of this specification is not implied. Exposure to absolute maximum rating
conditions for extended periods may affect device reliability.
PIN CONFIGURATION
IN+
ENBL
V
OUT+
CC
1
2
AD8350
TOP VIEW
3
(Not to Scale)
4
8
IN–
7
GND
6
GND
5
OUT–
ORDERING GUIDE
PIN FUNCTION DESCRIPTIONS
PinFunctionDescription
1, 8IN+, IN–Differential Inputs. IN+ and IN–
should be ac-coupled (pins have a dc
bias of midsupply). Differential input
impedance is 200 Ω.
2ENBLPower-up Pin. A high level (5 V) enables
the device; a low level (0 V) puts device
in sleep mode.
3V
CC
Positive Supply Voltage. 5 V to 10 V.
4, 5OUT+, OUT–Differential Outputs. OUT+ and
OUT– should be ac-coupled (pins have
a dc bias of midsupply). Differential
input impedance is 200 Ω.
AD8350AR15–40°C to +85°C8-Lead SOICSO-8Standard
AD8350AR15-REEL–40°C to +85°C8-Lead SOIC 13" ReelSO-8Standard
AD8350AR15-REEL7–40°C to +85°C8-Lead SOIC 7" ReelSO-8Standard
AD8350ARM15–40°C to +85°C8-Lead microSOICRM-8J2N
AD8350ARM15-REEL–40°C to +85°C8-Lead microSOIC 13" ReelRM-8J2N
AD8350ARM15-REEL7–40°C to +85°C8-Lead microSOIC 7" ReelRM-8J2N
AD8350AR20–40°C to +85°C8-Lead SOICSO-8Standard
AD8350AR20-REEL–40°C to +85°C8-Lead SOIC 13" ReelSO-8Standard
AD8350AR20-REEL7–40°C to +85°C8-Lead SOIC 7" ReelSO-8Standard
AD8350ARM20–40°C to +85°C8-Lead microSOICRM-8J2P
AD8350ARM20-REEL–40°C to +85°C8-Lead microSOIC 13" ReelRM-8J2P
AD8350ARM20-REEL7–40°C to +85°C8-Lead microSOIC 7" ReelRM-8J2P
AD8350-EVALSOIC Evaluation Board
CAUTION
ESD (electrostatic discharge) sensitive device. Electrostatic charges as high as 4000 V readily
accumulate on the human body and test equipment and can discharge without detection. Although
the AD8350 features proprietary ESD protection circuitry, permanent damage may occur on
devices subjected to high-energy electrostatic discharges. Therefore, proper ESD precautions are
recommended to avoid performance degradation or loss of functionality.
–4–
REV. A
Typical Performance Characteristics–AD8350
FREQUENCY – MHz
ISOLATION – dB
–10
1
–15
–20
–25
–30
101001k10k
VCC = 10V
VCC = 5V
50
SUPPLY CURRENT – mA
40
30
20
10
0
–20
–40
VCC = 10V
VCC = 5V
0
20406080
TEMPERATURE – C
TPC 1. Supply Current vs.
Temperature
350
300
250
200
IMPEDANCE –
150
VCC = 10V
VCC = 5V
20
GAIN – dB
15
10
5
0
1
101001k10k
FREQUENCY – MHz
VCC = 10V
VCC = 5V
TPC 2. AD8350-15 Gain (S21) vs.
Frequency
350
300
250
200
IMPEDANCE –
150
VCC = 10V
VCC = 5V
GAIN – dB
25
20
15
10
5
1
101001k10k
VCC = 10V
VCC = 5V
FREQUENCY – MHz
TPC 3. AD8350-20 Gain (S21) vs.
Frequency
500
400
300
200
IMPEDANCE –
100
SOIC
SOIC
100
1
101001k
FREQUENCY – MHz
TPC 4. AD8350-15 Input Imped ance vs. Frequency
800
SOIC
600
400
IMPEDANCE –
200
0
0101000
FREQUENCY – MHz
SOIC
100
TPC 7. AD8350-20 Output Impedance vs. Frequency
100
1
101001k
FREQUENCY – MHz
TPC 5. AD8350-20 Input Impedance
vs. Frequency
–5
–10
ISOLATION – dB
–15
–20
–25
101001k10k
1
FREQUENCY – MHz
VCC = 10V
VCC = 5V
TPC 8. AD8350-15 Isolation (S12)
vs. Frequency
0
0101000
FREQUENCY – MHz
100
TPC 6. AD8350-15 Output Impedance
vs. Frequency
TPC 9. AD8350-20 Isolation (S12)
vs. Frequency
REV. A
–5–
AD8350
p
FREQUENCY – MHz
1dB COMPRESSION – dBm (Re: 50)
0
100200300400500600
7.5
5.0
2.5
0
–2.5
–5.0
VCC = 10V
VCC = 5V
INPUT REFERRED
10.0
–40
V
= 1V p-p
OUT
–45
–50
–55
–60
–65
DISTORTION – dBc
–70
–75
–80
0
50100150200250300
FUNDAMENTAL FREQUENCY – MHz
HD2 (VCC = 10V)
HD2 (VCC = 5V)
HD3 (VCC = 5V)
HD3 (VCC = 10V)
TPC 10. AD8350-15 Harmonic
Distortion vs. Frequency
–45
–55
–65
DISTORTION – dBc
–75
FO = 50MHz
HD2 (VCC = 5V)
HD3 (VCC = 5V)
HD2 (VCC = 10V)
HD3 (VCC = 10V)
–40
V
= 1V p-p
OUT
–45
–50
–55
–60
–65
DISTORTION – dBc
–70
–75
–80
0
HD2 (VCC = 5V)
HD2 (VCC = 10V)
HD3 (VCC = 5V)
HD3 (VCC = 10V)
50100150200250300
FUNDAMENTAL FREQUENCY – MHz
TPC 11. AD8350-20 Harmonic Distortion vs. Frequency
66
61
56
51
46
OIP2 – dBm (Re: 50)
41
VCC = 10V
VCC = 5V
–45
FO = 50MHz
HD3 (VCC = 5V)
HD2 (VCC = 5V)
–55
–65
HD2 (VCC = 10V)
DISTORTION – dBc
–75
–85
0
HD3 (VCC = 10V)
0.511.522.533.5
OUTPUT VOLTAGE – V p-p
TPC 12. AD8350-15 Harmonic Distortion vs. Differential Output Voltage
66
61
56
51
46
OIP2 – dBm (Re: 50)
41
VCC = 10V
VCC = 5V
–85
0
0.511.522.533.5
OUTPUT VOLTAGE – V p-
TPC 13. AD8350-20 Harmonic Distortion vs. Differential Output Voltage
41
36
VCC = 10V
VCC = 5V
FREQUENCY – MHz
31
26
21
OIP3 – dBm (Re: 50)
16
11
0
50100150200250300
TPC 16. AD8350-15 Output Referred
IP3 vs. Frequency
36
0
50100150200250300
FREQUENCY – MHz
TPC 14. AD8350-15 Output Referred
IP2 vs. Frequency
41
36
31
26
21
OIP3 – dBm (Re: 50)
16
11
0
50100150200250300
VCC = 10V
VCC = 5V
FREQUENCY – MHz
TPC 17. AD8350-20 Output Referred
IP3 vs. Frequency
36
0
50100150200250300
FREQUENCY – MHz
TPC 15. AD8350-20 Output Referred
IP2 vs. Frequency
TPC 18. AD8350-15 1 dB Compression vs. Frequency
–6–
REV. A
AD8350
–2.5
–5.0
1dB COMPRESSION – dBm (Re: 50)
–7.5
7.5
5.0
2.5
0
VCC = 5V
0
100200300400500600
FREQUENCY – MHz
INPUT REFERRED
VCC = 10V
TPC 19. AD8350-20 1 dB Compression vs. Frequency
25
20
15
10
5
0
GAIN – dB
–5
–10
–15
–20
2345678910
1
VCC – Volts
AD8350-20
AD8350-15
TPC 22. AD8350 Gain (S21) vs.
Supply Voltage
10
9
NOISE FIGURE – dB
8
7
6
5
0
VCC = 10V
VCC = 5V
50 100 150 200 250 300 350 400 450 500
FREQUENCY – MHz
TPC 20. AD8350-15 Noise Figure
vs. Frequency
100
OUTPUT OFFSET – mV
–50
–100
–150
–200
–250
50
0
–20
–40
V
+ (VCC = 5V)
OUT
V
– (VCC = 5V)
OUT
V
+ (VCC = 10V)
OUT
V
– (VCC = 10V)
OUT
0
20406080
TEMPERATURE – C
TPC 23. AD8350 Output Offset Voltage vs. Temperature
10
9
8
7
NOISE FIGURE – dB
6
5
0
50 100 150 200 250 300 350 400 450 500
VCC = 10V
VCC = 5V
FREQUENCY – MHz
TPC 21. AD8350-20 Noise Figure
vs. Frequency
–20
VCC = 5V
–30
–40
PSRR – dB
–50
–60
–70
–80
–90
AD8350-20
AD8350-15
1
101001k
FREQUENCY – MHz
TPC 24. AD8350 PSRR vs. Frequency
–20
VCC = 5V
PSRR – dB
–30
–40
–50
–60
–70
–80
–90
1
AD8350-20
AD8350-15
101001k
FREQUENCY – MHz
TPC 25. AD8350 CMRR vs. Frequency
REV. A
500mV
V
OUT
VCC = 5V
ENBL
5V
30ns
TPC 26. AD8350 Power-Up/Down
Response Time
–7–
AD8350
APPLICATIONS
Using the AD8350
Figure 1 shows the basic connections for operating the AD8350.
A single supply in the range 5 V to 10 V is required. The power
supply pin should be decoupled using a 0.1 µF capacitor. The
ENBL pin is tied to the positive supply or to 5 V (when V
CC
=
10 V) for normal operation and should be pulled to ground to
put the device in sleep mode. Both the inputs and the outputs
have dc bias levels at midsupply and should be ac-coupled.
Also shown in Figure 1 are the impedance balancing requirements,
either resistive or reactive, of the input and output. With an
input and output impedance of 200 Ω, the AD8350 should be
driven by a 200 Ω source and loaded by a 200 Ω impedance. A
reactive match can also be implemented.
5
4
C5
0.1F
C4
0.001F
C3
0.001F
LOAD
Z = 200
SOURCE
Z = 100
Z = 100
C2
0.001F
C1
0.001F
ENBL (5V)
8
6
7
AD8350
–
+
2
1
3
+VS (5V TO 10V)
Figure 1. Basic Connections for Differential Drive
Figure 2 shows how the AD8350 can be driven by a singleended source. The unused input should be ac-coupled to ground.
When driven single-endedly, there will be a slight imbalance in
the differential output voltages. This will cause an increase in
the second order harmonic distortion (at 50 MHz, with V
10 V and V
= 1 V p-p, –59 dBc was measured for the second
OUT
CC
=
harmonic on AD8350-15).
LOAD
C2
0.001F
7
8
6
C4
5
0.001F
AD8350
SOURCE
Z = 200
C1
0.001F
ENBL (5V)
1
+V
–
+
3
2
(5V TO 10V)
S
4
C5
0.1F
C3
0.001F
Z = 200
Figure 2. Basic Connections for Single-Ended Drive
Reactive Matching
In practical applications, the AD8350 will most likely be matched
using reactive matching components as shown in Figure 3.
Matching components can be calculated using a Smith Chart or
by using a resonant approach to determine the matching network
that results in a complex conjugate match. In either situation,
the circuit can be analyzed as a single-ended equivalent circuit
to ease calculations as shown in Figure 4.
–8–
RS/2
V
S
R
S
LS/2
C
AC
876
AD8350
C
P
/2
LS/2
C
AC
ENBL (5V)
–
+
1234
(5V TO 10V)
+V
S
5
0.1F
C
AC
C
AC
LS/2
C
P
LS/2
R
LOAD
Figure 3. Reactively Matching the Input and Output
C
P
C
AC
C
AC
ENBL (5V)
876
AD8350
–
+
1234
+VS (5V TO 10V)
L
S
R
S
V
S
5
0.1F
C
AC
C
AC
L
S
C
P
R
LOAD
Figure 4. Single-Ended Equivalent Circuit
When the source impedance is smaller than the load impedance,
a step-up matching network is required. A typical step-up network
is shown on the input of the AD8350 in Figure 3. For purely
resistive source and load impedances the resonant approach may
be used. The input and output impedance of the AD8350 can be
modeled as a real 200 Ω resistance for operating frequencies less
than 100 MHz. For signal frequencies exceeding 100 MHz, classical Smith Chart matching techniques should be invoked in order
to deal with the complex impedance relationships. Detailed S
parameter data measured differentially in a 200 Ω system can be
found in Tables II and III.
For the input matching network the source resistance is less
than the input resistance of the AD8350. The AD8350 has a
nominal 200 Ω input resistance from Pins 1 to 8. The reactance
of the ac-coupling capacitors, C
, should be negligible if 100 nF
AC
capacitors are used and the lowest signal frequency is greater
than 1 MHz. If the series reactance of the matching network
inductor is defined to be X
of the matching capacitor to be X
RR
×
=
S
SLOAD
X
P
X
= 2 π f LS, and the shunt reactance
S
= (2 π f CP)–1, then:
P
R
XR
=×where
PLOAD
S
RR
–
LOADS
(1)
For a 70 MHz application with a 50 Ω source resistance, and
assuming the input impedance is 200 Ω, or R
then X
= 115.5 Ω and XS = 86.6 Ω, which results in the follow-
P
= RIN = 200 Ω,
LOAD
ing component values:
CP = (2 π × 70 × 106 × 115.5)–1 = 19.7 pF and
= 86.6 × (2 π × 70 × 106)–1 = 197 nH
L
S
REV. A
AD8350
For the output matching network, if the output source resistance of the AD8350 is greater than the terminating load
resistance, a step-down network should be employed as shown
on the output of Figure 3. For a step-down matching network,
the series and parallel reactances are calculated as:
X
RR
=
S
×
SLOAD
X
P
XR
=×where
PS
R
LOAD
RR
–
SLOAD
(2)
For a 10 MHz application with the 200 Ω output source resistance
of the AD8350, R
50 Ω, then X
= 115.5 Ω and XS = 86.6 Ω, which results in
P
= 200 Ω, and a 50 Ω load termination, R
S
LOAD
=
the following component values:
CP = (2 π × 10 × 106 × 115.5)–1 = 138 pF and
= 86.6 × (2 π × 10 × 106)–1 = 1.38 µH
L
S
The same results can be obtained using the plots in Figure 5
and Figure 6. Figure 5 shows the normalized shunt reactance
versus the normalized source resistance for a step-up matching
network, R
S
< R
can be found for a given value of R
is then calculated using X
. By inspection, the appropriate reactance
LOAD
= RS R
S
S/RLOAD
LOAD/XP.
. The series reactance
The same technique
can be used to design the step-down matching network using
Figure 6.
2
1.8
LOAD
1.6
/R
P
1.4
1.2
0.8
0.6
0.4
NORMALIZED REACTANCE – X
0.2
R
SOURCE
1
0
0.01
0.05
0.09
NORMALIZED SOURCE RESISTANCE – R
0.13
0.17
0.21
X
0.25
S
X
P
0.29
0.33
0.37
R
0.41
LOAD
0.45
0.49
0.53
SOURCE
0.57
0.61
0.65
/R
0.69
LOAD
0.73
0.77
Figure 5. Normalized Step-Up Matching Components
3.2
R
SOURCE
3
LOAD
/R
P
2.8
2.6
2.4
X
S
X
P
R
LOAD
The same results could be found using a Smith Chart as shown
in Figure 7. In this example, a shunt capacitor and a series inductor
are used to match the 200 Ω source to a 50 Ω load. For a frequency of 10 MHz, the same capacitor and inductor values
previously found using the resonant approach will transform the
200 Ω source to match the 50 Ω load. At frequencies exceeding
100 MHz, the S parameters from Tables II and III should be
used to account for the complex impedance relationships.
LOAD
SERIES L
SOURCE
SHUNT C
Figure 7. Smith Chart Representation of Step-Down Network
After determining the matching network for the single-ended
equivalent circuit, the matching elements need to be applied in a
differential manner. The series reactance needs to be split such
that the final network is balanced. In the previous examples, this
simply translates to splitting the series inductor into two equal
halves as shown in Figure 3.
Gain Adjustment
The effective gain of the AD8350 can be reduced using a number of techniques. Obviously a matched attenuator network will
reduce the effective gain, but this requires the addition of a
separate component which can be prohibitive in size and cost.
The attenuator will also increase the effective noise figure resulting
in an SNR degradation. A simple voltage divider can be implemented using the combination of the driving impedance of the
previous stage and a shunt resistor across the inputs of the AD8350
as shown in Figure 8. This provides a compact solution but
suffers from an increased noise spectral density at the input
of the AD8350 due to the thermal noise contribution of the
shunt resistor. The input impedance can be dynamically altered
through the use of feedback resistors as shown in Figure 9. This
will result in a similar attenuation of the input signal by virtue
of the voltage divider established from the driving source impedance and the reduced input impedance of the AD8350. Yet
this technique does not significantly degrade the SNR with
the unnecessary increase in thermal noise that arises from a truly
resistive attenuator network.
Figure 8 shows a typical implementation of the shunt divider
concept. The reduced input impedance that results from the
parallel combination of the shunt resistor and the input impedance
of the AD8350 adds attenuation to the input signal effectively
reducing the gain. For frequencies less than 100 MHz, the input
impedance of the AD8350 can be modeled as a real 200 Ω resis-
tance (differential). Assuming the frequency is low enough to
ignore the shunt reactance of the input, and high enough such
that the reactance of moderately sized ac-coupling capacitors
can be considered negligible, the insertion loss, IL, due to the
shunt divider can be expressed as:
The insertion loss and the resultant power gain for multiple
shunt resistor values is summarized in Table I. The source
resistance and input impedance need careful attention when
using Equation 1. The reactance of the input impedance of the
AD8350 and the ac-coupling capacitors need to be considered
before assuming they have negligible contribution. Figure 10
shows the effective power gain for multiple values of R
Figure 10. Gain for Multiple Values of Shunt Resistance
for Circuit in Figure 8
The gain can be adjusted dynamically by employing external
feedback resistors as shown in Figure 9. The effective attenuation is a result of the lowered input impedance as with the shunt
resistor method, yet there is no additional noise contribution at
the input of the device. It is necessary to use well-matched resistors
to minimize common-mode offset errors. Quality 1% tolerance
resistors should be used along with a symmetric board layout to
help guarantee balanced performance. The effective gain for multiple values of external feedback resistors is shown in Figure 11.
IL dBLog
()
=×
20
where
RR
INSHUNT
=
10
()
RR
×
INSHUNT
RR
+
INSHUNT
R
IN
RR
()
+
INS
RR
INSHUNT
RRR
INSHUNTS
andΩ sin e e
+
Rglnded
=−
100
IN
(3)
–10–
REV. A
AD8350
20
GAIN – dB
18
16
14
12
10
8
6
4
2
0
0
AD8350-20
AD8350-15
500100015002000
R
–
FEXT
Figure 11. Power Gain vs. External Feedback Resistors
for the AD8350-15 and AD8350-20 with R
= 100
R
L
Ω
= 100 Ω and
S
The power gain of any two-port network is dependent on the
source and load impedance. The effective gain will change if the
differential source and load impedance is not 200 Ω. The singleended input and output resistance of the AD8350 can be modeled
using the following equations:
RR
+
R
=
IN
RR
FL
+
FL
R
INT
++ ×1
gR
mL
(4)
and
R
F
R
=
OUT
1
g
+×
m
1
+
11
+
RR
SINT
1
11
+
RR
SINT
≈
+
RR
FS
+×
1
gR
mS
≤
for Rk
1 Ω
S
(5)
Driving Lighter Loads
It is not necessary to load the output of the AD8350 with a
200 Ω differential load. Often it is desirable to try to achieve a
complex conjugate match between the source and load in order
to minimize reflections and conserve power. But if the AD8350
is driving a voltage responding device, such as an ADC, it is no
longer necessary to maximize power transfer. The harmonic
distortion performance will actually improve when driving
loads greater than 200 Ω. The lighter load requires less cur-
rent driving capability on the output stages of the AD8350
resulting in improved linearity. Figure 12 shows the improvement in second and third harmonic distortion for increasing
differential load resistance.
–66
–68
–70
–72
–74
–76
DISTORTION – dBc
–78
–80
–82
200
300400500600700800900 1000
R
LOAD
HD3
HD2
–
Figure 12. Second and Third Harmonic Distortion vs.
Differential Load Resistance for the AD8350-15 with
= 5 V, f = 70 MHz, and V
V
S
= 1 V p-p
OUT
where
=R
R
F
R
= R Feedback External
FEXT
R
= 662 Ω for the AD8350-15
FINT
FEXT
//R
FINT
= 1100 Ω for the AD8350-20
= 25000 Ω
R
INT
g
= 0.066 mhos for the AD8350-15
m
= 0.110 mhos for the AD8350-20
= R Source (Single-Ended)
R
S
R
= R Load (Single-Ended)
L
= R Input (Single-Ended)
R
IN
R
= R Output (Single-Ended)
OUT
The resultant single-ended gain can be calculated using the
following equation:
RgR
××−
()
G
=
V
LmF
RRRRRg
+++××
LSF LSm
1
REV. A
(6)
–11–
AD8350
EVALUATION BOARD
Figure 13 shows the schematic of the AD8350 evaluation board,
for SOIC, as it is shipped from the factory. The board is configured to allow easy evaluation using single-ended 50 Ω test
equipment. The input and output transformers have a 4-to-1
impedance ratio and transform the AD8350’s 200 Ω input and
output impedances to 50 Ω. In this mode, 0 Ω resistors (R1 and
R4) are required.
To allow compensation for the insertion loss of the transformers, a calibration path is provided at Test In and Test Out. This
consists of two transformers connected back to back.
C1
0.001F
7
8
IN–
IN+
R1
T1: TC4-1W
0
(MINI CIRCUITS)
61
0
R2
(OPEN)
C2
0.001F
+V
L1
A
3
S
2
B
AD8350
1
SW1
1
6
–
+
3
2
+V
To drive and load the board differentially, transformers T1 and
T2 should be removed and replaced with four 0 Ω resistors
(0805 size); Resistors R1 and R4 (0 Ω) should also be removed.
This yields a circuit with a broadband input and output impedance
of 200 Ω. To match to impedances other than this, matching
components (0805 size) can be placed on pads C1, C2, C3, C4,
L1, and L2.
C3
0.001F
5
T2: TC4-1W
(MINI CIRCUITS)
R3
L2
(OPEN)
4
C4
0.001F
C5
0.1F
S
0
1
6
R4
0
OUT–
OUT+
TEST IN
T3: TC4-1W
(MINI CIRCUITS)
61
T4: TC4-1W
(MINI CIRCUITS)
16
Figure 13. Evaluation Board
TEST OUT
–12–
REV. A
AD8350
Table II. Typical Scattering Parameters for the AD8350-15: VCC = 5 V, Differential Input and Output, Z