Optimized power allocation by semidefinite programming and unscented transformation for nonlinear sensor network

This paper presents a novel technique of allocating optimized power to wireless sensor nodes in a nonlinear measurement model. We consider the problem of distributed estimation of a random vector-valued parameter in an energy-constrained sensor network. Noise-corrupted local nonlinear observations a...

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Published in2010 4th International Conference on Signal Processing and Communication Systems pp. 1 - 5
Main Authors Rashid, U, Tuan, H D, Kha, H H, Nguyen, H H
Format Conference Proceeding
LanguageEnglish
Published IEEE 01.12.2010
Subjects
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ISBN9781424479085
1424479088
DOI10.1109/ICSPCS.2010.5709671

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Abstract This paper presents a novel technique of allocating optimized power to wireless sensor nodes in a nonlinear measurement model. We consider the problem of distributed estimation of a random vector-valued parameter in an energy-constrained sensor network. Noise-corrupted local nonlinear observations are transmitted by spatially distributed sensor nodes towards fusion center where estimation of the vector parameter is carried out. In order to guarantee reliable communication, we minimize mean square error of this estimate subject to a constraint on total power consumed by the network. This optimization problem is then recast into a semi-definite program (SDP) which guarantees globally optimized values of the required power gains at sensor nodes. Estimation performance of this novel technique is demonstrated through examples of nonlinear models. Furthermore, for linear models the proposed strategy provides better performance when compared with the previous sub-optimial techniques.
AbstractList This paper presents a novel technique of allocating optimized power to wireless sensor nodes in a nonlinear measurement model. We consider the problem of distributed estimation of a random vector-valued parameter in an energy-constrained sensor network. Noise-corrupted local nonlinear observations are transmitted by spatially distributed sensor nodes towards fusion center where estimation of the vector parameter is carried out. In order to guarantee reliable communication, we minimize mean square error of this estimate subject to a constraint on total power consumed by the network. This optimization problem is then recast into a semi-definite program (SDP) which guarantees globally optimized values of the required power gains at sensor nodes. Estimation performance of this novel technique is demonstrated through examples of nonlinear models. Furthermore, for linear models the proposed strategy provides better performance when compared with the previous sub-optimial techniques.
Author Nguyen, H H
Tuan, H D
Kha, H H
Rashid, U
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  givenname: H H
  surname: Nguyen
  fullname: Nguyen, H H
  email: ha.nguyen@usask.ca
  organization: Dept. of Electr. & Comput. Eng., Univ. of Saskatchewan, Saskatoon, SK, Canada
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Snippet This paper presents a novel technique of allocating optimized power to wireless sensor nodes in a nonlinear measurement model. We consider the problem of...
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SubjectTerms Computational modeling
Estimation
Mean square error methods
Noise measurement
Nonlinear sensor network
Optimization
Resource management
semi-definite programming
unscented transformation
Wireless sensor networks
Title Optimized power allocation by semidefinite programming and unscented transformation for nonlinear sensor network
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