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Where to Find the Latest Information
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This chapter contains the specifications for the core signal analyzer. The specifications and
characteristics for the measurement applications and options are covered in the chapters that follow.
9
Agilent CXA Signal Analyzer
Definitions and Requirements
Definitions and Requirements
This book contains signal analyzer specifications and supplemental information. The distinction among
specifications, typical performance, and nominal values are described as follows.
Definitions
•Specifications describe the performance of parameters covered by the product warranty (temperature
= 5 to 50°C, unless otherwise noted).
•95th percentile values indicate the breadth of the population (>
expected to be met in 95% of the cases with a 95% confidence, for any ambient temperature in the
range of 20 to 30°C. In addition to the statistical observations of a sample of instruments, these values
include the effects of the uncertainties of external calibration references. These values are not
warranted. These values are updated occasionally if a significant change in the statistically observed
behavior of production instruments is observed.
•Typical describes additional product performance information that is not covered by the product
warranty. It is performance beyond specification that 80% of the units exhibit with a 95% confidence
level over the temperature range 20 to 30°C. Typical performance does not include measurement
uncertainty.
•Nominal values indicate expected performance, or describe product performance that is useful in the
application of the product, but is not covered by the product warranty.
2σ) of performance tolerances
Conditions Required to Meet Specifications
The following conditions must be met for the analyzer to meet its specifications.
• The analyzer is within its calibration cycle. See the General section of this chapter.
•Under auto couple control, except that Auto Sweep Time Rules = Accy.
•Any analyzer that has been stored at a temperature range inside the allowed storage range but outside
the allowed operating range must be stored at an ambient temperature within the allowed operating
range for at least two hours before being turned on.
•The analyzer has been turned on at least 30 minutes with Auto Align set to Normal, or if Auto Align
is set to Off or Partial, alignments must have been run recently enough to prevent an Alert message. If
the Alert condition is changed from “Time and Temperature” to one of the disabled duration choices,
the analyzer may fail to meet specifications without informing the user.
Certification
Agilent Technologies certifies that this product met its published specifications at the time of shipment
from the factory. Agilent Technologies further certifies that its calibration measurements are traceable to
the United States National Institute of Standards and Technology, to the extent allowed by the Institute’s
calibration facility, and to the calibration facilities of other International Standards Organization
members.
10Chapter 1
Agilent CXA Signal Analyzer
Frequency and Time
Frequency and Time
DescriptionSpecificationsSupplemental Information
Frequency Range
Maximum Frequency
Option 5033.0 GHz
Option 5077.5 GHz
Preamp Option P033.0 GHz
Preamp Option P077.5 GHz
Minimum Frequency
Preamp
Off9 kHz
On100 kHz
Band
Band Overlaps
0 (9 kHz to 3.0 GHz) 1Options 503
1 (2.95 GHz to 3.80 GHz) 1Options 507
2 (3.70 GHz to 4.55 GHz) 1Options 507
3 (4.45 GHz to 5.30 GHz) 1Options 507
4 (5.20 GHz to 6.05 GHz) 1Options 507
5 (5.95 GHz to 6.80 GHz) 1Options 507
6 (6.70 GHz to 7.5 GHz) 1Options 507
a
LO Multiple (Nb)
Chapter 111
Agilent CXA Signal Analyzer
Frequency and Time
a. In the band overlap regions, for example, 2.95 to 3.0 GHz, the analyzer may use either band for
measurements, in this example Band 0 or Band 1. The analyzer gives preference to the band with the
better overall specifications, but will choose the other band if doing so is necessary to achieve a sweep
having minimum band crossings. For example, with CF = 2.98 GHz, with a span of 40 MHz or less,
the analyzer uses Band 0, because the stop frequency is 3.0 GHz or less, allowing a span without band
crossings in the preferred band. If the span is between 40 and 60 MHz, the analyzer uses Band 1,
because the start frequency is above 2.95 GHz, allowing the sweep to be done without a band crossing
in Band 1, though the stop frequency is above 3.0 GHz, preventing a Band 0 sweep without band
crossing. With a span greater than 60 MHz, a band crossing will be required: the analyzer sweeps up to
3.0 GHz in Band 0; then executes a band crossing and continues the sweep in Band 1.
Specifications are given separately for each band in the band overlap regions. One of these
specifications is for the preferred band, and one for the alternate band. Continuing with the example
from the previous paragraph (2.98 GHz), the preferred band is band 0 (indicated as frequencies under
3.0 GHz) and the alternate band is band 1 (2.95 to 3.8 GHz). The specifications for the preferred band
are warranted. The specifications for the alternate band are not warranted in the band overlap region,
but performance is nominally the same as those warranted specifications in the rest of the band. Again,
in this example, consider a signal at 2.98 GHz. If the sweep has been configured so that the signal at
2.98 GHz is measured in Band 1, the analysis behavior is nominally as stated in the Band 1
specification line (2.95 – 3.8 GHz) but is not warranted. If warranted performance is necessary for this
signal, the sweep should be reconfigured so that analysis occurs in Band 0. Another way to express this
situation in this example Band 0/Band 1 crossing is this: The specifications given in the
“Specifications” column which are described as “2.95 to 3.8 GHz” represent nominal performance
from 2.95 to 3.0 GHz, and warranted performance from 3.0 to 3.8 GHz.
b. N is the LO multiplication factor.
DescriptionSpecificationsSupplemental Information
Standard Frequency Reference
Accuracy±[(time since last adjustment × aging
rate) + temperature stability +
calibration accuracy
a
]
Temperature Stability
20 to 30 °C
5 to 50 °C
Aging Rate
Achievable Initial Calibration
±2 × 10
±2 × 10
±1 × 10
±1.4 × 10
−6
−6
−6
/year
−6
b
Accuracy
Settability
Residual FM
±2 × 10
−8
≤ (10 Hz) p-p in 20 ms (nominal)
Center Frequency = 1 GHz
10 Hz RBW, 10 Hz VBW
a. Calibration accuracy depends on how accurately the frequency standard was adjusted to 10 MHz. If the adjustment
procedure is followed, the calibration accuracy is given by the specification “Achievable Initial Calibration Accuracy”.
a. The warranted performance is only the sum of all errors under autocoupled conditions. Under non-autocoupled
conditions, the frequency readout accuracy will nominally meet the specification equation, except for conditions in
which the RBW term dominates, as explained in examples below. The nominal RBW contribution to frequency
readout accuracy is 4% of RBW for RBWs from 1 Hz to 3 MHz (the widest autocoupled RBW), and 30% of RBW for
the (manually selected) 4, 5, 6 and 8 MHz RBWs.
Example: a 20 MHz span, with a 4 MHz RBW. The specification equation does not apply because the Span: RBW
ratio is not autocoupled. If the equation did apply, it would allow 50 kHz of error (0.25%) due to the span and 200
kHz error (5%) due to the RBW. For this non-autocoupled RBW, the RBW error is nominally 30%, or 1200 kHz.
b. Horizontal resolution is due to the marker reading out one of the trace points. The points are spaced by span/(Npts -
1), where Npts is the number of sweep points. For example, with the factory preset value of 1001 sweep points, the
horizontal resolution is span/1000. However, there is an exception: When both the detector mode is “normal” and the
span > 0.25 × (Npts - 1) × RBW, peaks can occur only in even-numbered points, so the effective horizontal resolution
becomes doubled, or span/500 for the factory preset case. When the RBW is autocoupled and there are 1001 sweep
points, that exception occurs only for spans > 750 MHz.
c. In most cases, the frequency readout accuracy of the analyzer can be exceptionally good. As an example, Agilent has
characterized the accuracy of a span commonly used for Electro-Magnetic Compatibility (EMC) testing using a
source frequency locked to the analyzer. Ideally, this sweep would include EMC bands C and D and thus sweep from
30 to 1000 MHz. Ideally, the analysis bandwidth would be 120 kHz at −6 dB, and the spacing of the points would be
half of this (60 kHz). With a start frequency of 30 MHz and a stop frequency of 1000.2 MHz and a total of 16168
points, the spacing of points is ideal. The detector used was the Peak detector. The accuracy of frequency readout of
all the points tested in this span was with ±0.0032% of the span. A perfect analyzer with this many points would have
an accuracy of ±0.0031% of span. Thus, even with this large number of display points, the errors in excess of the
a. Instrument conditions: RBW = 1 kHz, gate time = auto (100 ms), S/N ≥ 50 dB, frequency = 1 GHz.
b. If the signal being measured is locked to the same frequency reference as the analyzer, the specified count accuracy is
a. This error is a noisiness of the result. It will increase with noisy
Agilent CXA Signal Analyzer
Frequency and Time
DescriptionSpecificationsSupplemental Information
Frequency Span
Range
Swept and FFT
Option 5030 Hz, 10 Hz to 3 GHz
Option 5070 Hz, 10 Hz to 7.5 GHz
Resolution2 Hz
Span Accuracy
Swept
FFT
±(0.25% × span + horizontal resolution
±(0.10% × span + horizontal resolution
a
)
a
)
a. Horizontal resolution is due to the marker reading out one of the trace points. The points are spaced by span/(Npts −
1), where Npts is the number of sweep points. For example, with the factory preset value of 1001 sweep points, the
horizontal resolution is span/1000. However, there is an exception: When both the detector mode is “normal” and the
span > 0.25 × (Npts − 1) × RBW, peaks can occur only in even-numbered points, so the effective horizontal resolution
becomes doubled, or span/500 for the factory preset case. When the RBW is auto coupled and there are 1001 sweep
points, that exception occurs only for spans > 750 MHz.
DescriptionSpecificationsSupplemental Information
Sweep Time
Range
Span = 0 Hz1 μs to 6000 s
Span ≥ 10 Hz1 ms to 4000 s
Accuracy
Span ≥ 10 Hz, swept±0.01% (nominal)
Span ≥ 10 Hz, FFT±40% (nominal)
Span = 0 Hz±1% (nominal)
Sweep TriggerFree Run, Line, Video, External 1,
RF Burst, Periodic Timer
Delayed Trigger
a
Range
Span ≥ 10 Hz, swept1 μs to 500 ms
Span = 0 Hz or FFT−150 ms to +500 ms
Resolution
0.1 μs
a. Delayed trigger is available with line, video, RF burst and external triggers.
14Chapter 1
Agilent CXA Signal Analyzer
Frequency and Time
DescriptionSpecificationsSupplemental Information
TriggersAdditional information on some of the
triggers and gate sources
VideoIndependent of Display Scaling and
Reference Level
Minimum settable level−170 dBmUseful range limited by noise
Maximum usable level
Highest allowed mixer level
a
+ 2dB (nominal)
Detector and Sweep Type
relationships
Sweep Type = Swept
Detector = Normal, Peak,
Sample or Negative Peak
Triggers on the signal before detection, which
is similar to the displayed signal
Detector = AverageTriggers on the signal before detection, but
with a single-pole filter added to give similar
smoothing to that of the average detector
Sweep Type = FFTTriggers on the signal envelop in a bandwidth
wider than the FFT width
RF Burst
Level Range−50 to −10 dBm plus attenuation (nominal)
Bandwidth (−10 dB)
Most cases18 MHz (nominal)
Frequency LimitationsIf the start or center frequency is too close to
zero, LO feedthrough can degrade or prevent
triggering. How close is too close depends on
the bandwidth.
External TriggersSee “Inputs/Outputs” on page 47.
a. The highest allowed mixer level depends on the attenuation and IF Gain. It is nominally −10 dBm + input attenuation
for Preamp Off and IF Gain = Low.
Chapter 115
Agilent CXA Signal Analyzer
Frequency and Time
Description SpecificationsSupplemental Information
Gated Sweep
Gate Methods Gated LO
Gated Video
Gated FFT
Span Range Any span
Gate Delay Range 0 to 100.0 s
Gate Delay Settability 4 digits, ≥ 100 ns
Gate Delay Jitter33.3 ns p-p (nominal)
Gate Length Range
Except Method = FFT
Gated Frequency and
Amplitude Errors
Gate Sources External
100.0 ns to 5.0 s
Nominally no additional error for gated
measurements when the Gate Delay is
greater than the MIN FAST setting
Pos or neg edge triggered
Line
RF Burst
Periodic
DescriptionSpecificationsSupplemental Information
Number of Frequency Display
Trace Points (buckets)
Factory preset1,001
Range1 to 40,001Zero and non-zero spans
16Chapter 1
Agilent CXA Signal Analyzer
Frequency and Time
DescriptionSpecificationsSupplemental Information
Resolution Bandwidth (RBW)
Range (−3.01 dB bandwidth)1 Hz to 8 MHz
Bandwidths above 3 MHz are 4, 5, 6, and
8MHz.
Bandwidths 1 Hz to 3 MHz are spaced at
10 % spacing using the E24 series (24 per
decade): 1.0, 1.1, 1.2, 1.3, 1.5, 1.6, 1.8, 2.0,
2.2, 2.4, 2.7, 3.0, 3.3, 3.6, 3.9, 4.3, 4.7, 5.1,
5.6, 6.2, 6.8, 7.5, 8.2, 9.1 in each decade.
Power bandwidth accuracy
a
RBW Range
1 Hz to 750 kHz±1.0% (±0.044 dB) (nominal)
820 kHz to 1.2 MHz±2.0% (±0.088 dB) (nominal)
1.3 to 2.0 MHz±0.07 dB (nominal)
2.2 to 3 MHz±0.15 dB (nominal)
4 to 8 MHz±0.25 dB (nominal)
Accuracy (−3.01 dB bandwidth)
b
RBW Range
1 Hz to 1.3 MHz±2% (nominal)
1.5 to 3.0 MHz±7% (nominal)
4 to 8 MHz±15% (nominal)
Selectivity
c
(−60 dB/−3 dB)
4.1:1 (nominal)
a. The noise marker, band power marker, channel power and ACP all compute their results using the power bandwidth of
the RBW used for the measurement. Power bandwidth accuracy is the power uncertainty in the results of these
measurements due only to bandwidth-related errors. (The analyzer knows this power bandwidth for each RBW with
greater accuracy than the RBW width itself, and can therefore achieve lower errors.) The warranted specifications shown
apply to the Gaussian RBW filters used in swept and zero span analysis. There are four different kinds of filters used in
the spectrum analyzer: Swept Gaussian, Swept Flattop, FFT Gaussian and FFT Flattop. While the warranted
performance only applies to the swept Gaussian filters, because only they are kept under statistical process control, the
other filters nominally have the same performance.
b. Resolution Bandwidth Accuracy can be observed at slower sweep times than auto-coupled conditions. Normal sweep
rates cause the shape of the RBW filter displayed on the analyzer screen to widen by nominally 6%. This widening
declines to 0.6% nominal when the Swp Time Rules key is set to Accuracy instead of Normal. The true bandwidth,
which determines the response to impulsive signals and noise-like signals, is not affected by the sweep rate.
c. The RBW filters are implemented digitally, and the Selectivity is defined to be 4.1:1. Verifying the selectivity with
RBW’s above 100 kHz becomes increasing problematic due to SNR affecting the −60 dB measurement.
Chapter 117
Agilent CXA Signal Analyzer
Frequency and Time
DescriptionSpecificationSupplemental information
Analysis Bandwidth
a
Standard10 MHz
a. Analysis bandwidth is the instantaneous bandwidth available around a center frequency over which the input signal can
be digitized for further analysis or processing in the time, frequency, or modulation domain.
DescriptionSpecificationsSupplemental Information
Video Bandwidth (VBW)
RangeSame as Resolution Bandwidth range plus
wide-open VBW (labeled 50 MHz)
Accuracy±6% (nominal)
in swept mode and zero span
a. For FFT processing, the selected VBW is used to determine a number of averages for FFT results. That number is
chosen to give roughly equival lay smoothing to VBW filtering in a swept measurement. For example, if VBW=0.1 ×
RBW, four FFTs are averaged to generate one result.
a
18Chapter 1
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
Measurement Range
Preamp off
100 kHz to 1 MHz
1 MHz to 7.5 GHz
Preamp on (Option P03/P07)
100 kHz to 7.5 GHzDisplayed Average Noise Level to +15 dBm
Input Attenuation Range
100 kHz to 7.5 GHz
Input Attenuation Range
100 kHz to 7.5 GHz
Displayed Average Noise Level to +20 dBm
Displayed Average Noise Level to +23 dBm
0 to 50 dB, in 10 dB stepsStandard
0 to 50 dB, in 2 dB stepsWith Option FSA
DescriptionSpecificationsSupplemental Information
Maximum Safe Input Level
Average Total Power
input attenuation ≥ 20 dB
Peak Pulse Power
<10 μs pulse width,
<1% duty cycle
input attenuation ≥ 30 dB
AC Coupled±50 Vdc
Average Total Power, preamp on
(Option P03/P07)
input attenuation ≥ 20 dB
DescriptionSpecificationsSupplemental Information
Display Range
Log ScaleTen divisions displayed;
Linear ScaleTen divisions
Scale unitsdBm, dBmV, dBμV, dBmA, dBμA, V, W, A
+30 dBm (1 W)
+50 dBm (100 W)
+10 dBm (10 mW)
0.1 to 1.0 dB/division in 0.1 dB steps, and
1 to 20 dB/division in 1 dB steps
Chapter 119
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
Marker Readout
a
Log units resolution
Average Off, on-screen0.01 dB
Average On or remote0.001 dB
Linear units resolution≤1% of signal level (nominal)
a. Reference level and off-screen performance: The reference level (RL) behavior differs from previous analyzers
(except PSA) in a way that makes the Agilent CXA Signal Analyzer more flexible. In previous analyzers, the RL
controlled how the measurement was performed as well as how it was displayed. Because the logarithmic amplifier in previous analyzers had both range and resolution limitations, this behavior was necessary for optimum measurement accuracy. The logarithmic amplifier in the CXA signal analyzer, however, is implemented digitally such
that the range and resolution greatly exceed other instrument limitations. Because of this, the CXA signal analyzer
can make measurements largely independent of the setting of the RL without compromising accuracy. Because the
RL becomes a display function, not a measurement function, a marker can read out results that are off-screen,
either above or below, without any change in accuracy. The only exception to the independence of RL and the way
in which the measurement is performed is in the input attenuation setting: When the input attenuation is set to auto,
the rules for the determination of the input attenuation include dependence on the reference level. Because the
input attenuation setting controls the tradeoff between large signal behaviors (third-order intermodulation and
compression) and small signal effects (noise), the measurement results can change with RL changes when the
input attenuation is set to auto.
DescriptionSpecificationsSupplemental Information
Frequency ResponseRefer to the footnote for “Band
Overlaps” on page 11
Maximum error relative to
reference condition (50 MHz)
Swept operation
Preamp off,
a
20 to 30°C5 to 50°C95th Percentile (≈ 2σ)
Input attenuation 10 dB
9 kHz to 10 MHz±0.60 dB±0.65 dB±0.45 dB
10 MHz to 3 GHz±0.75 dB±1.75 dB±0.55 dB
3 to 5.25 GHz±1.45 dB±2.50 dB±1.00 dB
5.25 to 7.5 GHz±1.65 dB±2.60 dB±1.20 dB
Preamp on, (Option P03/P07)
Input attenuation 0 dB
100 kHz to 3 GHz±0.70 dB
3 to 5.25 GHz±0.85 dB
5.25 to 7.5 GHz±1.35 dB
a. For Sweep Type = FFT, add the RF flatness errors of this table to the IF Frequency Response errors. An additional
error source, the error in switching between swept and FFT sweep types, is nominally 0.01 dB and is included within
the "Absolute Amplitude Error" specifications.
20Chapter 1
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
IF Frequency Response
a
Demodulation and FFT response
relative to the center frequency
95th Percentile
Freq (GHz)
Max Error
(Exceptionsc)
b
Midwidth
Error
Slope
(dB/MHz)
d
RMS
(nominal)
≤ 3.00.45 dB0.15 dB0.100.03 dB
3.0 to 7.50.25 dB
a. The IF frequency response includes effects due to RF circuits such as input filters, that are a function of RF frequency,
in addition to the IF pass-band effects.
b. The maximum error at an offset (f) from the center of the FFT width is given by the expression ± [Midwidth Error +
(f × Slope)], but never exceeds ±Max Error. Usually, the span is no larger than the FFT width in which case the center
of the FFT width is the center frequency of the analyzer. When the analyzer span is wider than the FFT width, the
span is made up of multiple concatenated FFT results, and thus has multiple centers of FFT widths so the f in the
equation is the offset from the nearest center. These specifications include the effect of RF frequency response as well
as IF frequency response at the worst case center frequency. Performance is nominally three times better than the
maximum error at most center frequencies.
c. The specification does not apply for frequencies greater than 3.6 MHz from the center in FFT Widths of 7.2 to 8
MHz.
d. The "RMS" nominal performance is the standard deviation of the response relative to the center frequency, integrated
across a 10 MHz span. This performance measure was observed at a single center frequency in each harmonic mixing
band, which is representative of all center frequencies; the observation center frequency is not the worst case center
frequency.
DescriptionSpecificationsSupplemental Information
Input Attenuation Switching Uncertainty
Relative to 10 dB (reference setting)
Refer to the footnote for “Band
Overlaps” on page 11
Frequency Range
50 MHz (reference frequency)±0.32 dB±0.15 dB (typical)
Attenuation > 2 dB, preamp off
100 kHz to 3 GHz±0.30 dB (nominal)
3 to 7.5 GHz±0.50 dB (nominal)
Chapter 121
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
Absolute Amplitude Accuracy
Preamp off
At 50 MHz
a
20 to 30°C±0.40 dB±0.30 dB (95th Percentile ≈ 2σ)
5 to 50°C±0.60 dB
At all frequencies
a
20 to 30°C±(0.40 dB + frequency response)
5 to 50°C±(0.60 dB + frequency response)
95
th Percentile Absolute
Amplitude Accuracy
b
Wide range of signal levels,
RBWs, RLs, etc.
Atten = 10 dB
100 kHz to 10 MHz±0.40 dB
10 MHz to 2.0 GHz±0.49 dB
2.0 to 3.0 GHz±0.60 dB
Preamp on
c
(Option P03/P07)
±(0.39 dB + frequency response)
(nominal)
a. Absolute amplitude accuracy is the total of all amplitude measurement errors, and applies over the following sub-
set of settings and conditions: 1 Hz ≤ RBW ≤ 1 MHz; Input signal −10 to −50 dBm; Input attenuation 10 dB;
span < 5 MHz (nominal additional error for span ≥ 5 MHz is 0.02 dB); all settings auto-coupled except Swp Time
Rules = Accuracy; combinations of low signal level and wide RBW use VBW ≤ 30 kHz to reduce noise.
This absolute amplitude accuracy specification includes the sum of the following individual specifications under
the conditions listed above: Scale Fidelity, Reference Level Accuracy, Display Scale Switching Uncertainty,
Resolution Bandwidth Switching Uncertainty, 50 MHz Amplitude Reference Accuracy, and the accuracy with
which the instrument aligns its internal gains to the 50 MHz Amplitude Reference.
b.Absolute Amplitude Accuracy for a wide range of signal and measurement settings, covers the 95th percentile
proportion with 95% confidence. Here are the details of what is covered and how the computation is made:
The wide range of conditions of RBW, signal level, VBW, reference level and display scale are discussed in footnote
a. There are 108 quasirandom combinations used, tested at a 50 MHz signal frequency. We compute the 95th
percentile proportion with 95% confidence for this set observed over a statistically significant number of instruments.
Also, the frequency response relative to the 50 MHz response is characterized by varying the signal across a large
number of quasi-random verification frequencies that are chosen to not correspond with the frequency response
adjustment frequencies. We again compute the 95th percentile proportion with 95% confidence for this set observed
over a statistically significant number of instruments. We also compute the 95th percentile accuracy of tracing the
calibration of the 50 MHz absolute amplitude accuracy to a national standards organization. We also compute the 95th
percentile accuracy of tracing the calibration of the relative frequency response to a national standards organization.
We take the root-sum-square of these four independent Gaussian parameters. To that rss we add the environmental
effects of temperature variations across the 20 to 30°C range.
c. Same settings as footnote a, except that the signal level at the preamp input is −40 to −80 dBm. Total power at preamp
(dBm) = total power at input (dBm) minus input attenuation (dB). This specification applies for signal frequencies
above 100 kHz.
22Chapter 1
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
RF Input VSWR
Input attenuation 10 dB, 50 MHz
1.03:1 (nominal
a
)
Frequency
Input Attenuation (nominal)
a
Preamp off10 dB≥ 20 dB
300 kHz to 3 GHzSee nominal VSWR plots< 1.4:1
3 to 7.5 GHzSee nominal VSWR plots< 1.8:1
Preamp on0 dB
10 MHz to 3 GHz< 2.2:1
3 to 7.5 GHz< 2.4:1
a. The nominal SWR stated is given for the worst case RF frequency in three representative instruments.
Chapter 123
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
Nominal Instrument Input VSWR
VSWR
1.50
1.40
1.30
1.20
1.10
1.00
0.00.51.01.52.02.53.0
VSWR
2.00
1.90
1.80
1.70
1.60
1.50
1.40
1.30
1.20
1.10
1.00
3.03. 54.04.55. 05.56. 06.57. 07.5
VSWR vs. Frequency, 3 Units, 10 dB Att enuation
GHz
VSWR vs. Fre quency, 3 Units, 10 dB Atte nuation
GHz
24Chapter 1
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
Resolution Bandwidth Switching Uncertainty
relative to reference BW of 30 kHz
1.0 Hz to 3 MHz RBW±0.15 dB±0.05 dB (typical)
Manually selected wide RBWs:
4, 5, 6, 8 MHz±1.00 dB
DescriptionSpecificationsSupplemental Information
Reference Level
a
Range
Log Units −170 to +30 dBm in 0.01 dB steps
Linear Units 707 pV to 7.07 V with 0.01 dB resolution (0.11%)
Accuracy
0 dB
b
a. Reference level and off-screen performance: The reference level (RL) behavior differs from previous analyzers
(except PSA) in a way that makes the Agilent CXA Signal Analyzer more flexible. In previous analyzers, the RL
controlled how the measurement was performed as well as how it was displayed. Because the logarithmic amplifier in
previous analyzers had both range and resolution limitations, this behavior was necessary for optimum measurement
accuracy. The logarithmic amplifier in the CXA signal analyzer, however, is implemented digitally such that the range
and resolution greatly exceed other instrument limitations. Because of this, the CXA signal analyzer can make
measurements largely independent of the setting of the RL without compromising accuracy. Because the RL becomes
a display function, not a measurement function, a marker can read out results that are off-screen, either above or below,
without any change in accuracy. The only exception to the independence of RL and the way in which the measurement
is performed is in the input attenuation setting: When the input attenuation is set to auto, the rules for the determination
of the input attenuation include dependence on the reference level. Because the input attenuation setting controls the
tradeoff between large signal behaviors (third-order intermodulation and compression) and small signal effects (noise),
the measurement results can change with RL changes when the input attenuation is set to auto.
b. Because reference level affects only the display, not the measurement, it causes no additional error in measurement
results from trace data or markers.
DescriptionSpecificationsSupplemental Information
Display Scale Switching Uncertainty
Switching between Linear and Log
Log Scale Switching
0 dB
0 dB
a
a
a. Because Log/Lin and Log Scale Switching affect only the display, not the measurement, they cause no additional
error in measurement results from trace data or markers.
Chapter 125
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
DescriptionSpecificationsSupplemental Information
Display Scale Fidelity
abc
Log-Linear Fidelity (relative to the reference
condition of −25 dBm input through the 10 dB
attenuation, or −35 dBm at the input mixer)
Input mixer level
d
Linearity
−80 dBm ≤ ML < −15 dBm±0.15 dB
−15 dBm ≤ ML ≤ −10 dBm±0.30 dB±0.15 dB (typical)
Relative Fidelity
e
Applies for mixer leveld range from
−10 to −80 dBm, preamp off, dither on
Sum of the following terms:
high level term
Up to ±0.045 dB
f
instability termUp to ±0.018 dB
slope term
a. Supplemental information: The amplitude detection linearity specification applies at all levels below −10 dBm at the
input mixer; however, noise will reduce the accuracy of low level measurements. The amplitude error due to noise is
determined by the signal-to-noise ratio, S/N. If the S/N is large (20 dB or better), the amplitude error due to noise can
be estimated from the equation below, given for the 3-sigma (three standard deviations) level.
3
σ
320dB()110
The errors due to S/N ratio can be further reduced by averaging results. For large S/N (20 dB or better), the 3-sigma
level can be reduced proportional to the square root of the number of averages taken.
b. The scale fidelity is warranted with ADC dither set to On. Dither increases the noise level by nominally only 0.24 dB
for the most sensitive case (preamp Off, best DANL frequencies). With dither Off, scale fidelity for low level signals,
around −60 dBm or lower, will nominally degrade by 0.2 dB.
c. Reference level and off-screen performance: The reference level (RL) behavior differs from some earlier analyzers in
a way that makes this analyzer more flexible. In other analyzers, the RL controlled how the measurement was
performed as well as how it was displayed. Because the logarithmic amplifier in these analyzers had both range and
resolution limitations, this behavior was necessary for optimum measurement accuracy. The logarithmic amplifier in
this signal analyzer, however, is implemented digitally such that the range and resolution greatly exceed other
instrument limitations. Because of this, the analyzer can make measurements largely independent of the setting of the
RL without compromising accuracy. Because the RL becomes a display function, not a measurement function, a
marker can read out results that are off-screen, either above or below, without any change in accuracy. The only
exception to the independence of RL and the way in which the measurement is performed is in the input attenuator
setting: When the input attenuator is set to auto, the rules for the determination of the input attenuation include
dependence on the reference level. Because the input attenuation setting controls the tradeoff between large signal
behaviors (third-order intermodulation and compression) and small signal effects (noise), the measurement results can
change with RL changes when the input attenuation is set to auto.
d. Mixer level = Input Level − Input Attenuator
e. The relative fidelity is the error in the measured difference between two signal levels. It is so small in many cases that
it cannot be verified without being dominated by measurement uncertainty of the verification. Because of this
verification difficulty, this specification gives nominal performance, based on numbers that are as conservatively
determined as those used in warranted specifications. We will consider one example of the use of the error equation to
compute the nominal performance.
Example: the accuracy of the relative level of a sideband around −60 dBm, with a carrier at −5 dBm, using attenuator
= 10 dB, RBW = 3 kHz, evaluated with swept analysis. The high level term is evaluated with P1 = −15 dBm and P2 =
−70 dBm at the mixer. This gives a maximum error within ±0.039 dB. The instability term is ±0.018 dB. The slope
term evaluates to ±0.050 dB. The sum of all these terms is ±0.107 dB.
SN⁄3dB+()20dB⁄()–
+〈〉log=
From equation
g
26Chapter 1
Agilent CXA Signal Analyzer
Amplitude Accuracy and Range
f. Errors at high mixer levels will nominally be well within the range of ±0.045 dB × {exp[(P1 − Pref)/(8.69 dB)] −
exp[(P2 − Pref)/(8.69 dB)]}. In this expression, P1 and P2 are the powers of the two signals, in decibel units, whose
relative power is being measured. Prof is −10 dBm. All these levels are referred to the mixer level.
g. Slope error will nominally be well within the range of ±0.0009 × (P1 − P2). P1 and P2 are defined in footnote
DescriptionSpecificationsSupplemental Information
f.
Available DetectorsNormal, Peak, Sample,
Negative Peak, Average
Average detector works on RMS,
Voltage and Logarithmic scales
DescriptionSpecificationsSupplemental Information
Preamplifier
Gain
100 kHz to 7.5 GHz+20 dB (nominal)
Chapter 127
Agilent CXA Signal Analyzer
Dynamic Range
Dynamic Range
Gain Compression
DescriptionSpecificationsSupplemental Information
1 dB Gain Compression Point
(Two-tone)
Preamp off
50 MHz to 7.5 GHz
Preamp on (Option P03/P07)
50 MHz to 7.5 GHz
a. Large signals, even at frequencies not shown on the screen, can cause the analyzer to incorrectly measure on-screen
b. Specified at 1 kHz RBW with 1 MHz tone spacing.
c. Reference level and off-screen performance: The reference level (RL) behavior differs from some earlier analyzers
d. Mixer power level (dBm) = input power (dBm) − input attenuation (dB).
abc
Maximum power at mixer
+2.00 dBm (nominal)
-19.00 dBm (nominal)
signals because of two-tone gain compression. This specification tells how large an interfering signal must be in
order to cause a 1 dB change in an on-screen signal.
in a way that makes this analyzer more flexible. In other analyzers, the RL controlled how the measurement was
performed as well as how it was displayed. Because the logarithmic amplifier in these analyzers had both range and
resolution limitations, this behavior was necessary for optimum measurement accuracy. The logarithmic amplifier
in this signal analyzer, however, is implemented digitally such that the range and resolution greatly exceed other
instrument limitations. Because of this, the analyzer can make measurements largely independent of the setting of
the RL without compromising accuracy. Because the RL becomes a display function, not a measurement function,
a marker can read out results that are off-screen, either above or below, without any change in accuracy. The only
exception to the independence of RL and the way in which the measurement is performed is in the input attenuation
setting: When the input attenuation is set to auto, the rules for the determination of the input attenuation include
dependence on the reference level. Because the input attenuation setting controls the tradeoff between large signal
behaviors (third-order intermodulation, compression, and display scale fidelity) and small signal effects (noise), the
measurement results can change with RL changes when the input attenuation is set to auto.
d
28Chapter 1
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