Digital LPI Radar Detector
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Authors
Ong, Peng Ghee
Teng, Haw Kiad
Subjects
FMCW
LPI
LPI radar
deramp
PILOT
chirp
frequency-modulated continuous wave
LPI
LPI radar
deramp
PILOT
chirp
frequency-modulated continuous wave
Advisors
Schleher, D.C.
Date of Issue
2001-03
Date
Mar 2001
Publisher
Monterey, California: Naval Postgraduate School.
Language
Abstract
The function of a Low Probability ofIntercept (LPI) radar is to prevent its interception by an Electronic Support (ES)
receiver. This objective is generally achieved through the use of a radar waveform that is mismatched to those waveforms for
which an ES receiver is tuned. This allows the radar to achieve a processing gain, with respect to the ES receiver, that is equal
to the time-bandwidth product ofthe radar waveform. This processing gain allows the LPI radar to overcome the range-squared
advantage ofthe ES receiver in conventional situations. Consequently, a conventional ES receiver can only detect an LPI radar
at very short ranges (<3 nm).
The focus of this thesis was to develop an ES receiver to detect LPI radar signals with the same sensitivity as
conventional pulse signals. It implements a detector which employs a technique, known as "deramping," that forms an adaptive
matched filter to the linear FMCW LPI radar signal in order to achieve the processing gain that is equal to the received signal's
time-bandwidth product. An experimental transmitter was built to emulate the radar signal with FMCW characteristics and
transmitted through a standard gain horn. The transmitted signal is then received via a receiver horn, mixed down to an
intermediate frequency (IF), sampled by an A/D convenor and digitally deramped using a Pentium II computer.
It was demonstrated that the LPI radar signal can be extracted from the noise background by means of digital
deramping
Type
Thesis
Description
Series/Report No
Department
Systems Engineering (SE)
Organization
Identifiers
NPS Report Number
Sponsors
Funder
Format
Citation
Distribution Statement
Approved for public release; distribution is unlimited.
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