Vector Approximate Message Passing for 3D MIMO Radar

Compressive sensing has been widely used in MIMO radar to reduce the number of measurement antennas while preserving high spatial resolution. In this paper, we deal with the reconstruction of a 3D target scene in the array near-field. By modeling the depth dimension of the target as a property of the reflection coefficients, we can transform the problem of 3D target recovery into an equivalent 2D recovery task. In turn, we have to convert the measurement model to a distributed compressive sensing model to preserve the linearity of the measurement model. For this alternative problem, we develop a vector approximate message passing algorithm. We validate our proposed algorithm through numerical investigations.

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Publication Details

Published
2024-10-27
DOI
https://doi.org/10.1109/ieeeconf60004.2024.10943023
Citations
1
Primary Topic
Radar Systems and Signal Processing
Type
article
Field-Weighted Citation Impact
1.30

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article

Vector Approximate Message Passing for 3D MIMO Radar

Sundeep Rangan, Bastian Eisele, Ali Bereyhi, Ralf R. Müller
1 citations
Radar Systems and Signal Processing
1.30
article

Vector Approximate Message Passing for 3D MIMO Radar

Sundeep Rangan, Bastian Eisele, Ali Bereyhi, Ralf R. Müller
article en
1 citations

Abstract

Compressive sensing has been widely used in MIMO radar to reduce the number of measurement antennas while preserving high spatial resolution. In this paper, we deal with the reconstruction of a 3D target scene in the array near-field. By modeling the depth dimension of the target as a property of the reflection coefficients, we can transform the problem of 3D target recovery into an equivalent 2D recovery task. In turn, we have to convert the measurement model to a distributed compressive sensing model to preserve the linearity of the measurement model. For this alternative problem, we develop a vector approximate message passing algorithm. We validate our proposed algorithm through numerical investigations.

University of Toronto (CA), New York University (US)
Deutsche Forschungsgemeinschaft
Affordable and clean energy
Openalex Percentile: Top 10%
Radar Systems and Signal Processing
1.30
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