Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler

<p/> <p>There has been a recent interest in the application of Multiple-Input Multiple-Output (MIMO) communication concepts to radars. Recent literature discusses optimization of orthogonal frequency-hopping waveforms for MIMO radars, based on a newly formulated MIMO ambiguity function....

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Main Authors: S Badrinath, Srinivas Anand, Reddy VU
Format: Article
Language:English
Published: SpringerOpen 2010-01-01
Series:EURASIP Journal on Advances in Signal Processing
Online Access:http://asp.eurasipjournals.com/content/2010/319065
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spelling doaj-5572372d0f1a4fe897e894140292c65f2020-11-24T20:48:01ZengSpringerOpenEURASIP Journal on Advances in Signal Processing1687-61721687-61802010-01-0120101319065Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary DopplerS BadrinathSrinivas AnandReddy VU<p/> <p>There has been a recent interest in the application of Multiple-Input Multiple-Output (MIMO) communication concepts to radars. Recent literature discusses optimization of orthogonal frequency-hopping waveforms for MIMO radars, based on a newly formulated MIMO ambiguity function. Existing literature however makes the assumption of small target Doppler. We first extend the scope of this ambiguity function to large values of target Doppler. We introduce the concept of hit-matrix in the MIMO context, which is based on the hit-array, which has been used extensively in the context of frequency-hopping waveforms for phased-array radars. We then propose new methods to obtain near optimal waveforms in both the large and small Doppler scenarios. Under the large Doppler scenario, we propose the use of a cost function based on the hit-matrix which offers a significantly lower computational complexity as compared to an ambiguity based cost function, with no loss in code performance. In the small Doppler scenario, we present an algorithm for directly designing the waveform from certain properties of the ambiguity function in conjunction with the hit-matrix. Finally, we introduce "weighted optimization" wherein we mask the cost function used in the heuristic search algorithm to reflect the properties of the required ambiguity function.</p>http://asp.eurasipjournals.com/content/2010/319065
collection DOAJ
language English
format Article
sources DOAJ
author S Badrinath
Srinivas Anand
Reddy VU
spellingShingle S Badrinath
Srinivas Anand
Reddy VU
Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler
EURASIP Journal on Advances in Signal Processing
author_facet S Badrinath
Srinivas Anand
Reddy VU
author_sort S Badrinath
title Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler
title_short Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler
title_full Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler
title_fullStr Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler
title_full_unstemmed Low-Complexity Design of Frequency-Hopping Codes for MIMO Radar for Arbitrary Doppler
title_sort low-complexity design of frequency-hopping codes for mimo radar for arbitrary doppler
publisher SpringerOpen
series EURASIP Journal on Advances in Signal Processing
issn 1687-6172
1687-6180
publishDate 2010-01-01
description <p/> <p>There has been a recent interest in the application of Multiple-Input Multiple-Output (MIMO) communication concepts to radars. Recent literature discusses optimization of orthogonal frequency-hopping waveforms for MIMO radars, based on a newly formulated MIMO ambiguity function. Existing literature however makes the assumption of small target Doppler. We first extend the scope of this ambiguity function to large values of target Doppler. We introduce the concept of hit-matrix in the MIMO context, which is based on the hit-array, which has been used extensively in the context of frequency-hopping waveforms for phased-array radars. We then propose new methods to obtain near optimal waveforms in both the large and small Doppler scenarios. Under the large Doppler scenario, we propose the use of a cost function based on the hit-matrix which offers a significantly lower computational complexity as compared to an ambiguity based cost function, with no loss in code performance. In the small Doppler scenario, we present an algorithm for directly designing the waveform from certain properties of the ambiguity function in conjunction with the hit-matrix. Finally, we introduce "weighted optimization" wherein we mask the cost function used in the heuristic search algorithm to reflect the properties of the required ambiguity function.</p>
url http://asp.eurasipjournals.com/content/2010/319065
work_keys_str_mv AT sbadrinath lowcomplexitydesignoffrequencyhoppingcodesformimoradarforarbitrarydoppler
AT srinivasanand lowcomplexitydesignoffrequencyhoppingcodesformimoradarforarbitrarydoppler
AT reddyvu lowcomplexitydesignoffrequencyhoppingcodesformimoradarforarbitrarydoppler
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