Interference cancellation beamforming robust to pointing errors

The conventional Wiener–Hopf beamformer is subject to substantial performance degradation in the presence of steering vector pointing errors. By removing the effects of the desired signal, the modified Wiener–Hopf beamformer avoids this problem but allows cochannel interferences to pass through in o...

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Published inIET signal processing Vol. 7; no. 2; pp. 120 - 127
Main Authors Zhuang, Jie, Manikas, Athanassios
Format Journal Article
LanguageEnglish
Published Stevenage The Institution of Engineering and Technology 01.04.2013
Institution of Engineering and Technology
John Wiley & Sons, Inc
Subjects
Online AccessGet full text
ISSN1751-9675
1751-9683
1751-9683
DOI10.1049/iet-spr.2011.0464

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Abstract The conventional Wiener–Hopf beamformer is subject to substantial performance degradation in the presence of steering vector pointing errors. By removing the effects of the desired signal, the modified Wiener–Hopf beamformer avoids this problem but allows cochannel interferences to pass through in order to maximise the signal-to-noise ratio. In this study, a novel array beamformer is proposed, which not only reduces the effect of pointing errors, but also asymptotically provides complete interference rejection. In particular, the proposed beamformer utilises a vector space projection method and employs a one-step computation for the desired signal power. Using this, the effects of the desired signal can be extracted to form the desired-signal-absent covariance matrix. Thus, a weight vector orthogonal with the interference subspace can be constructed. Numerical results demonstrate the superior performance of the proposed beamformer in the presence of pointing errors relative to other existing approaches such as ‘diagonal loading’, ‘robust Capon’ and ‘signal subspace projection’ beamformers.
AbstractList The conventional Wiener–Hopf beamformer is subject to substantial performance degradation in the presence of steering vector pointing errors. By removing the effects of the desired signal, the modified Wiener–Hopf beamformer avoids this problem but allows cochannel interferences to pass through in order to maximise the signal‐to‐noise ratio. In this study, a novel array beamformer is proposed, which not only reduces the effect of pointing errors, but also asymptotically provides complete interference rejection. In particular, the proposed beamformer utilises a vector space projection method and employs a one‐step computation for the desired signal power. Using this, the effects of the desired signal can be extracted to form the desired‐signal‐absent covariance matrix. Thus, a weight vector orthogonal with the interference subspace can be constructed. Numerical results demonstrate the superior performance of the proposed beamformer in the presence of pointing errors relative to other existing approaches such as ‘diagonal loading’, ‘robust Capon’ and ‘signal subspace projection’ beamformers.
The conventional Wiener-Hopf beamformer is subject to substantial performance degradation in the presence of steering vector pointing errors. By removing the effects of the desired signal, the modified Wiener-Hopf beamformer avoids this problem but allows cochannel interferences to pass through in order to maximise the signal-to-noise ratio. In this study, a novel array beamformer is proposed, which not only reduces the effect of pointing errors, but also asymptotically provides complete interference rejection. In particular, the proposed beamformer utilises a vector space projection method and employs a one-step computation for the desired signal power. Using this, the effects of the desired signal can be extracted to form the desired-signal-absent covariance matrix. Thus, a weight vector orthogonal with the interference subspace can be constructed. Numerical results demonstrate the superior performance of the proposed beamformer in the presence of pointing errors relative to other existing approaches such as 'diagonal loading', 'robust Capon' and 'signal subspace projection' beamformers. [PUBLICATION ABSTRACT]
Author Zhuang, Jie
Manikas, Athanassios
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Issue 2
Keywords array beamformer
interference subspace
signal subspace projection beamformer
covariance matrices
interference suppression
interference cancellation beamforming
performance degradation
cochannel interference
Wiener–Hopf beamformer
Wiener–Hopf beamformer
weight vector orthogonal
integral equations
interference rejection
desired-signal-absent covariance matrix
steering vector pointing error
one-step computation
signal power
signal-to-noise ratio
robust Capon
array signal processing
vector space projection method
diagonal loading
Performance evaluation
Noise reduction
Cochannel interference
Subspace method
Covariance matrix
Vector method
Beam forming
Wiener Hopf method
Degradation
Projection method
Interference suppression
Vector space
Signal processing
Numerical simulation
Damaging
Signal to noise ratio
Language English
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Snippet The conventional Wiener–Hopf beamformer is subject to substantial performance degradation in the presence of steering vector pointing errors. By removing the...
The conventional Wiener-Hopf beamformer is subject to substantial performance degradation in the presence of steering vector pointing errors. By removing the...
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StartPage 120
SubjectTerms Applied sciences
array beamformer
array signal processing
Arrays
Asymptotic properties
cochannel interference
covariance matrices
desired‐signal‐absent covariance matrix
Detection, estimation, filtering, equalization, prediction
diagonal loading
Exact sciences and technology
Information, signal and communications theory
integral equations
Interference
interference cancellation beamforming
interference rejection
interference subspace
interference suppression
Mathematical analysis
one‐step computation
performance degradation
Permissible error
Projection
robust Capon
Signal and communications theory
signal power
signal subspace projection beamformer
Signal, noise
signal‐to‐noise ratio
steering vector pointing error
Subspaces
Telecommunications and information theory
vector space projection method
Vectors (mathematics)
weight vector orthogonal
Wiener–Hopf beamformer
Wiener–Hopf beamformer
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Title Interference cancellation beamforming robust to pointing errors
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