Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model

Aim at the self-calibration of direction-dependent gain-phase errors in case of deterministic signal model,the maximum likelihood method(MLM) for calibrating the direction-dependent gain-phase errors with carry-on instrumental sensors was presented.In order to maximize the high-dimensional nonlinear...

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Main Authors: WANG Ding1, PAN Miao2, WU Ying1
Format: Article
Language:zho
Published: Editorial Department of Journal on Communications 2011-01-01
Series:Tongxin xuebao
Subjects:
Online Access:http://www.joconline.com.cn/zh/article/74417802/
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author WANG Ding1
PAN Miao2
WU Ying1
author_facet WANG Ding1
PAN Miao2
WU Ying1
author_sort WANG Ding1
collection DOAJ
description Aim at the self-calibration of direction-dependent gain-phase errors in case of deterministic signal model,the maximum likelihood method(MLM) for calibrating the direction-dependent gain-phase errors with carry-on instrumental sensors was presented.In order to maximize the high-dimensional nonlinear cost function appearing in the MLM,an improved alternative projection iteration algorithm,which could optimize the azimuths and direction-dependent gain-phase errors was proposed.The closed-form expressions of the Cramér-Rao bound(CRB) for azimuths and gain-phase errors were derived.Simulation experiments show the effectiveness and advantage of the novel method.
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id doaj-art-aa5bd9e998f8478cb21cff15c3055ce2
institution Kabale University
issn 1000-436X
language zho
publishDate 2011-01-01
publisher Editorial Department of Journal on Communications
record_format Article
series Tongxin xuebao
spelling doaj-art-aa5bd9e998f8478cb21cff15c3055ce22025-01-14T08:22:47ZzhoEditorial Department of Journal on CommunicationsTongxin xuebao1000-436X2011-01-0132344174417802Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal modelWANG Ding1PAN Miao2WU Ying1Aim at the self-calibration of direction-dependent gain-phase errors in case of deterministic signal model,the maximum likelihood method(MLM) for calibrating the direction-dependent gain-phase errors with carry-on instrumental sensors was presented.In order to maximize the high-dimensional nonlinear cost function appearing in the MLM,an improved alternative projection iteration algorithm,which could optimize the azimuths and direction-dependent gain-phase errors was proposed.The closed-form expressions of the Cramér-Rao bound(CRB) for azimuths and gain-phase errors were derived.Simulation experiments show the effectiveness and advantage of the novel method.http://www.joconline.com.cn/zh/article/74417802/maximum likelihood methodself-calibrationgain-phase errorsinstrumental sensorsdirection-dependentCramér-Rao bound
spellingShingle WANG Ding1
PAN Miao2
WU Ying1
Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model
Tongxin xuebao
maximum likelihood method
self-calibration
gain-phase errors
instrumental sensors
direction-dependent
Cramér-Rao bound
title Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model
title_full Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model
title_fullStr Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model
title_full_unstemmed Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model
title_short Maximum likelihood self-calibration for direction-dependent gain-phase errors with carry-on instrumental sensors:case of deterministic signal model
title_sort maximum likelihood self calibration for direction dependent gain phase errors with carry on instrumental sensors case of deterministic signal model
topic maximum likelihood method
self-calibration
gain-phase errors
instrumental sensors
direction-dependent
Cramér-Rao bound
url http://www.joconline.com.cn/zh/article/74417802/
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AT panmiao2 maximumlikelihoodselfcalibrationfordirectiondependentgainphaseerrorswithcarryoninstrumentalsensorscaseofdeterministicsignalmodel
AT wuying1 maximumlikelihoodselfcalibrationfordirectiondependentgainphaseerrorswithcarryoninstrumentalsensorscaseofdeterministicsignalmodel