Target localisation from bistatic range measurements in multistatic passive radar using MDS
The target localisation in a multistatic passive radar system using bistatic range measurements from multiple transmitter–receiver pairs is considered. A novel closed-form solution employing multidimensional scaling (MDS) analysis technique is proposed, which is based on the optimisation of a cost f...
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Online Access: | https://digital-library.theiet.org/content/journals/10.1049/joe.2019.0396 |
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doaj-c199231ee9214f379ef25e7128199ef62021-04-02T17:40:24ZengWileyThe Journal of Engineering2051-33052019-07-0110.1049/joe.2019.0396JOE.2019.0396Target localisation from bistatic range measurements in multistatic passive radar using MDSYongsheng Zhao0Zhixin Liu1Dexiu Hu2Yongjun Zhao3Chuang Zhao4National Digital Switching System Engineering and Technological Research CentreNational Digital Switching System Engineering and Technological Research CentreNational Digital Switching System Engineering and Technological Research CentreNational Digital Switching System Engineering and Technological Research CentreNational Digital Switching System Engineering and Technological Research CentreThe target localisation in a multistatic passive radar system using bistatic range measurements from multiple transmitter–receiver pairs is considered. A novel closed-form solution employing multidimensional scaling (MDS) analysis technique is proposed, which is based on the optimisation of a cost function related to the scalar product matrix in the classical MDS framework. The proposed solution is robust to large measurement noise. Simulation results demonstrate the proposed solution achieves a significant performance improvement over existing spherical interpolation, spherical intersection and two-step weighted least squares methods, and attains the Cramer–Rao lower bound at a relatively higher measurement noise level before the threshold effect occurs.https://digital-library.theiet.org/content/journals/10.1049/joe.2019.0396time-of-arrival estimationmatrix algebraoptimisationleast squares approximationssensor arraysobject detectioninterpolationpassive radartarget localisationbistatic range measurementsmultistatic passive radar systemmultiple transmitter–receiver pairsclosed-form solutionmultidimensional scaling analysis techniquescalar product matrixclassical MDS frameworkrelatively higher measurement noise level |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Yongsheng Zhao Zhixin Liu Dexiu Hu Yongjun Zhao Chuang Zhao |
spellingShingle |
Yongsheng Zhao Zhixin Liu Dexiu Hu Yongjun Zhao Chuang Zhao Target localisation from bistatic range measurements in multistatic passive radar using MDS The Journal of Engineering time-of-arrival estimation matrix algebra optimisation least squares approximations sensor arrays object detection interpolation passive radar target localisation bistatic range measurements multistatic passive radar system multiple transmitter–receiver pairs closed-form solution multidimensional scaling analysis technique scalar product matrix classical MDS framework relatively higher measurement noise level |
author_facet |
Yongsheng Zhao Zhixin Liu Dexiu Hu Yongjun Zhao Chuang Zhao |
author_sort |
Yongsheng Zhao |
title |
Target localisation from bistatic range measurements in multistatic passive radar using MDS |
title_short |
Target localisation from bistatic range measurements in multistatic passive radar using MDS |
title_full |
Target localisation from bistatic range measurements in multistatic passive radar using MDS |
title_fullStr |
Target localisation from bistatic range measurements in multistatic passive radar using MDS |
title_full_unstemmed |
Target localisation from bistatic range measurements in multistatic passive radar using MDS |
title_sort |
target localisation from bistatic range measurements in multistatic passive radar using mds |
publisher |
Wiley |
series |
The Journal of Engineering |
issn |
2051-3305 |
publishDate |
2019-07-01 |
description |
The target localisation in a multistatic passive radar system using bistatic range measurements from multiple transmitter–receiver pairs is considered. A novel closed-form solution employing multidimensional scaling (MDS) analysis technique is proposed, which is based on the optimisation of a cost function related to the scalar product matrix in the classical MDS framework. The proposed solution is robust to large measurement noise. Simulation results demonstrate the proposed solution achieves a significant performance improvement over existing spherical interpolation, spherical intersection and two-step weighted least squares methods, and attains the Cramer–Rao lower bound at a relatively higher measurement noise level before the threshold effect occurs. |
topic |
time-of-arrival estimation matrix algebra optimisation least squares approximations sensor arrays object detection interpolation passive radar target localisation bistatic range measurements multistatic passive radar system multiple transmitter–receiver pairs closed-form solution multidimensional scaling analysis technique scalar product matrix classical MDS framework relatively higher measurement noise level |
url |
https://digital-library.theiet.org/content/journals/10.1049/joe.2019.0396 |
work_keys_str_mv |
AT yongshengzhao targetlocalisationfrombistaticrangemeasurementsinmultistaticpassiveradarusingmds AT zhixinliu targetlocalisationfrombistaticrangemeasurementsinmultistaticpassiveradarusingmds AT dexiuhu targetlocalisationfrombistaticrangemeasurementsinmultistaticpassiveradarusingmds AT yongjunzhao targetlocalisationfrombistaticrangemeasurementsinmultistaticpassiveradarusingmds AT chuangzhao targetlocalisationfrombistaticrangemeasurementsinmultistaticpassiveradarusingmds |
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1721553628283535360 |