2017 25th European Signal Processing Conference (EUSIPCO) 2017
DOI: 10.23919/eusipco.2017.8081642
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Near field targets localization using bistatic MIMO system with spherical wavefront based model

Abstract: Abstract-This paper proposes a subspace based near field targets localization method with bistatic MIMO system consisting of uniform linear transmitting and receiving arrays. The proposed method uses the spherical wavefront based exact model to avoid the systematic error introduced by the Fresnel approximation, which is usually made on the wavefront to simplify the signal model for a near field source in the existing literature on near field sources localization. By avoiding this approximation, we have signifi… Show more

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Cited by 13 publications
(4 citation statements)
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“…Unlike the majority of existing approaches that are based on the approximate model, in [181][182][183], methods for NFSs localization are presented that consider the exact wavefront model. For the mixed sources scenario, there is a significant need for a comprehensive study of the errors caused by employing the approximate NF model, along with a solution to the problem when the exact model is considered [184].…”
Section: Approximate Near-field Modelmentioning
confidence: 99%
“…Unlike the majority of existing approaches that are based on the approximate model, in [181][182][183], methods for NFSs localization are presented that consider the exact wavefront model. For the mixed sources scenario, there is a significant need for a comprehensive study of the errors caused by employing the approximate NF model, along with a solution to the problem when the exact model is considered [184].…”
Section: Approximate Near-field Modelmentioning
confidence: 99%
“…The Fresnel approximation is employed to enhance the steering vector. The phase difference between the first and mth array element can be expressed as follows [30]:…”
Section: Near-field Focused Beamforming Modelmentioning
confidence: 99%
“…However, it has a very high computational complexity due to the use of a 2D spectral search as well as a spatial smoothing operation. In [26], by considering the spherical wavefront, a subspace-based NF localization method is presented for the bistatic system in which the transmitter and receiver are separated by a distance comparable to the target distance. Based on an improved blind calibration algorithm, a NF source localization is proposed in [27].…”
Section: Introductionmentioning
confidence: 99%
“…}, one can reach a different output. In fact, the proper design and selection of the sensors number to calculate the correlation between them is the most important factor in defining a cumulant so that Applicable for the passive scenario, no reflectivity estimates [12] Spatial cumulants (with the aim of separating non-coherent and coherent components) Applicable for the passive scenario, no reflectivity estimates [21] LASSO LASSO cannot be solved efficiently, DOA estimates only [23] Spatial cumulants; ESPRIT-like estimator Applicable for the passive scenario, no reflectivity estimates [24] SOS Applicable for the passive scenario, no reflectivity estimates [22] Spatial/temporal full ESPRIT-like approach Applicable for the passive scenario, no reflectivity estimates [25] 2D-MUSIC processing Very high computational complexity, no reflectivity estimates [26] Cross-covariance matrices between the output data blocks Applicable for the bistatic system, no reflectivity estimates [27] Covariance matrix Iterative approach with high computational cost, applicable for the passive scenario, no reflectivity estimates [ the desired output is obtained and the information is sufficient to the end of the algorithm. For this purpose, a new special cumulant is defined in this paper.…”
Section: Introductionmentioning
confidence: 99%