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PDF N8201A Data sheet ( Hoja de datos )

Número de pieza N8201A
Descripción Synthetic Instrument Module
Fabricantes Agilent(Hewlett-Packard) 
Logotipo Agilent(Hewlett-Packard) Logotipo



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No Preview Available ! N8201A Hoja de datos, Descripción, Manual

Agilent
N8201A Performance Downconverter
Synthetic Instrument Module
3 Hz to 26.5 GHz
Data Sheet
www.DataSheet4U.com
The Agilent Technologies N8201A performance downconverter synthetic
instrument module down converts a microwave signal to an IF signal providing
IF output frequencies of 7.5, 21.4, and 321.4 MHz to offer three different signal
bandwidth capabilities. External mixing can be utilized to downconvert
microwave signals up to 110 GHz. The N8201A is based upon the industry’s
most accurate spectrum analyzer, the PSA Series spectrum analyzer.
Agilent's synthetic instrument family offers the highest-performing RF/MW
LAN-based modular instrumentation and the smallest footprint for automated
test systems (ATSs); providing the maximum flexibility and minimizing the cost
of an ATS over its lifetime.
• LXI Class-A compliant
• Microwave performance similar to the E4440A PSA Series high-performance
spectrum analyzer
• Coherent LO input/output port allowing a common LO signal to drive
multiple downconverters
• 200 MHz wide modulation bandwidth with pre-selector off

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N8201A pdf
Stability phase noise (center frequency = 1 GHz1, best case optimization2)
Offset
20 to 30 °C
0 to 55 °C
Typical
Nominal
100 Hz
1 kHz
10 kHz
30 kHz
100 kHz
1 MHz
6 MHz
10 MHz
–91 dBc/Hz
–103 dBc/Hz
–116 dBc/Hz
–116 dBc/Hz
–122 dBc/Hz
–145 dBc/Hz
–154 dBc/Hz
–156 dBc/Hz
–90 dBc/Hz
–100 dBc/Hz
–115 dBc/Hz
–115 dBc/Hz
–121 dBc/Hz
–144 dBc/Hz
–154 dBc/Hz
–156 dBc/Hz
–96 dBc/Hz
–108 dBc/Hz
–118 dBc/Hz
–118 dBc/Hz
–124 dBc/Hz
–147 dBc/Hz
–156 dBc/Hz
–157.5 dBc/Hz
–148 dBc/Hz
–156.5 dBc/Hz
–158 dBc/Hz
Nominal phase noise of different LO optimizations
Trace A: Optimize £(f) for f < 50 kHz; Dual loop wideband
Trace B: Optimize £(f) for f > 50 kHz; Dual loop narrowband
Trace C: Optimize LO for fast tuning; Single loop wideband
-70
-80
-90
-100
-110
-120
-130
-140
-150
-160
0.1
Nominal phase noise at different center frequencies
£ (f) optimized versus f
CF=25.2 GHz
CF=600 MHz
CF=10.2 GHz
1 10 100 1000
Offset frequency (kHz)
Figure 2. Nominal phase noise at diffferent center frequencies
10000
Nominal phase noise of different LO optimizations
–70
–80
–90
–100
C
–110
–120
A
–130
–140
B
–150
–160
0.1
1 10 100 1000
Offset frequency (kHz)
www.DaFtiagSuhree3e.tN4Uom.cinoaml phase noise at diffferent LO center frequencies
10000
1. Nominal changes of phase noise sidebands with other center frequencies are shown by some examples in the graphs that follow. To predict the phase noise for
other center frequencies, note that phase noise at offsets above approximately 1 kHz increases nominally as 20 x log N, where N is the harmonic mixer mode.
For offsets below 1 kHz, and center frequencies above 1 GHz, the phase noise increases nominally as 20 log CF, where CF is the center frequency in GHz.
2. Noise sidebands for offsets of 30 kHz and below are shown for phase noise optimization set to optimize £(f) for f < 50 kHz; for offsets of 100 kHz and above,
the optimization is set for f > 50 kHz.
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N8201A arduino
12.00
10.00
8.00
6.00
4.00
2.00
0.00
–2.00
–4.00
–6.00
–8.00
3000
(4f)
Preamp off
unpreselected (Option 123)
8000 13000 18000
Frequency (MHz)
23000
35.00
33.00
31.00
29.00
27.00
25.00
23.00
21.00
19.00
17.00
3000
Preamp on (Option 110)
unpreselected (Option 123)
8000 13000 18000
Frequency (MHz)
23000
(4g)
Figure 4, continued. Conversion gain curves (nominal)
7.5 MHz
21.4 MHz
321.4 MHz
7.5 MHz
21.4 MHz
321.4 MHz
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