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11410-00942, Rev. A
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®Anritsu Alltrademarksareregisteredtrademarksof
their respectivecompanies.Datasubjecttochange
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visit: www.anritsu.com
S412E LMR Master
™
Land Mobile Radio Modulation Analyzer
9 kHz to 1.6 GHz (can be extended to 6 GHz with options)
Rugged, Portable, Powerful
The S412E LMR Master is a compact handheld multi-function analyzer that has been specifically
developed for technicians and engineers who install and maintain public safety, utility and private
mobile communications systems. The S412E combines our industry-standard cable & antenna
analysis with the unmatched performance of our spectrum analyzers, then adds in powerful signal
analysis and generation capabilities — including coverage mapping tools for both outdoor and
indoor performance analysis — to create the ultimate battery powered LMR field service
instrument for system commissioning, preventative maintenance, troubleshooting and compliance
testing of mission critical systems.
Land Mobile Radio Analyzer Highlights
• Optional analyzers for P25 FDMA
(TIA-102.CAAA-C) and P25 Phase 2 TDMA
(TIA-102.CCAA), TETRA, DMR (MotoTRBO), dPMR,
NXDN, ITC-R PTC, FirstNet LTE, WiMAX 802.16d
(fixed) and WiMAX 802.16e (mobile)
• P25/P25p2, DMR, and NXDN modes offer signal
generation of standard BER test patterns
including 1011 Hz, 1031 Hz, and O.153/V.52
• Analysis of transmitter RF performance for P25/
P25P2, TETRA, DMR, NXDN, dPMR, ITC-R PTC,
and NBFM radios, repeaters and base stations
• NBFM Mode analyzes Carrier Frequency, Carrier
Power, Deviation, CTCSS/DCS/DTMF, Occupied
Bandwidth, SINAD and Quieting
• NBFM Auto Scan locates and locks on to
transmitter carriers
• TIA-603-D compliant SINAD and 20 dB Quieting
analysis modes
• Coverage Mapping (Outdoor and Indoor)
for LMR standards
• Signal Generator: 500 kHz to 1.6 GHz,
0 dBm to –130 dBm
Vector Network Analyzer Highlights
• 1-path, 2-port VNA w/ quad trace display
• Vector Voltmeter option for matching section
and phasing harness construction
• Distance Domain option for Distance-to-Fault
analysis
• Only handheld instrument to offer TETRA
base station sensitivity measurements
• Adjustable data points up to 4001
• IF bandwidth selections of 10 Hz to 100 kHz
• 100 dB transmission dynamic range to 4 GHz
• 850 µs/data point sweep speed
Spectrum Analyzer Highlights
• Dynamic Range: > 95 dB in 10 Hz RBW
• DANL: –152 dBm in 10 Hz RBW
• Phase Noise: -100 dBc/Hz max @ 10 kHz
offset at 1 GHz
• Frequency Accuracy: 120 ppb, < 50 ppb
with GPS locked
• Options: Interference Analyzer, Spectrogram,
AM/FM/SSB Audio Demod