Waveform Optimization of Compressed Sensing Radar without Signal Recovery

Radar signal processing mainly focuses on target detection, classification, estimation, filtering, and so on. Compressed sensing radar (CSR) technology can potentially provide additional tools to simultaneously reduce computational complexity and effectively solve inference problems. CSR allows dire...

Full description

Bibliographic Details
Main Authors: Quanhui Wang, Ying Sun
Format: Article
Language:English
Published: MDPI AG 2019-08-01
Series:Information
Subjects:
Online Access:https://www.mdpi.com/2078-2489/10/9/271
id doaj-a7228d3de3684b34b2484d5b916d153e
record_format Article
spelling doaj-a7228d3de3684b34b2484d5b916d153e2020-11-25T01:46:36ZengMDPI AGInformation2078-24892019-08-0110927110.3390/info10090271info10090271Waveform Optimization of Compressed Sensing Radar without Signal RecoveryQuanhui Wang0Ying Sun1School of Information Engineering, Lingnan Normal University, Zhanjiang 524000, ChinaHuaWei Technologies CO., LTD., Shenzhen 518000, ChinaRadar signal processing mainly focuses on target detection, classification, estimation, filtering, and so on. Compressed sensing radar (CSR) technology can potentially provide additional tools to simultaneously reduce computational complexity and effectively solve inference problems. CSR allows direct compressive signal processing without the need to reconstruct the signal. This study aimed to solve the problem of CSR detection without signal recovery by optimizing the transmit waveform. Therefore, a waveform optimization method was introduced to improve the output signal-to-interference-plus-noise ratio (SINR) in the case where the target signal is corrupted by colored interference and noise having known statistical characteristics. Two different target models are discussed: deterministic and random. In the case of a deterministic target, the optimum transmit waveform is derived by maximizing the SINR and a suboptimum solution is also presented. In the case of random target, an iterative waveform optimization method is proposed to maximize the output SINR. This approach ensures that SINR performance is improved in each iteration step. The performance of these methods is illustrated by computer simulation.https://www.mdpi.com/2078-2489/10/9/271compressed sensing radarwaveform optimizationcompressive signal processingtransmit waveform
collection DOAJ
language English
format Article
sources DOAJ
author Quanhui Wang
Ying Sun
spellingShingle Quanhui Wang
Ying Sun
Waveform Optimization of Compressed Sensing Radar without Signal Recovery
Information
compressed sensing radar
waveform optimization
compressive signal processing
transmit waveform
author_facet Quanhui Wang
Ying Sun
author_sort Quanhui Wang
title Waveform Optimization of Compressed Sensing Radar without Signal Recovery
title_short Waveform Optimization of Compressed Sensing Radar without Signal Recovery
title_full Waveform Optimization of Compressed Sensing Radar without Signal Recovery
title_fullStr Waveform Optimization of Compressed Sensing Radar without Signal Recovery
title_full_unstemmed Waveform Optimization of Compressed Sensing Radar without Signal Recovery
title_sort waveform optimization of compressed sensing radar without signal recovery
publisher MDPI AG
series Information
issn 2078-2489
publishDate 2019-08-01
description Radar signal processing mainly focuses on target detection, classification, estimation, filtering, and so on. Compressed sensing radar (CSR) technology can potentially provide additional tools to simultaneously reduce computational complexity and effectively solve inference problems. CSR allows direct compressive signal processing without the need to reconstruct the signal. This study aimed to solve the problem of CSR detection without signal recovery by optimizing the transmit waveform. Therefore, a waveform optimization method was introduced to improve the output signal-to-interference-plus-noise ratio (SINR) in the case where the target signal is corrupted by colored interference and noise having known statistical characteristics. Two different target models are discussed: deterministic and random. In the case of a deterministic target, the optimum transmit waveform is derived by maximizing the SINR and a suboptimum solution is also presented. In the case of random target, an iterative waveform optimization method is proposed to maximize the output SINR. This approach ensures that SINR performance is improved in each iteration step. The performance of these methods is illustrated by computer simulation.
topic compressed sensing radar
waveform optimization
compressive signal processing
transmit waveform
url https://www.mdpi.com/2078-2489/10/9/271
work_keys_str_mv AT quanhuiwang waveformoptimizationofcompressedsensingradarwithoutsignalrecovery
AT yingsun waveformoptimizationofcompressedsensingradarwithoutsignalrecovery
_version_ 1725018454970335232