2009Unpublished venueRequires access

Error Analysis of Direction Finding for Wide Band Signals Using MUSIC Algorithm

Xianzhong Liu, Bing Deng, Deqiang Yin

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Abstract

This paper aims at studying the upper-limit of band width about the narrow-band hypothesis of space spectrum estimation algorithm by simulation analysis. The algorithm of multiple signal classification (MUSIC) in subspace is used as the object of analysis; and the narrow-band hypothesis is analyzed in the short-wave band with a linear array of seven sensors. The simulations indicate that using the MUSIC algorithm can be used to design direction finding experiment system of short-wave communication with smaller memory and lower computation load, which prompt the real-time response and high resolution.

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What this paper is about

This paper aims at studying the upper-limit of band width about the narrow-band hypothesis of space spectrum estimation algorithm by simulation analysis. The algorithm of multiple signal classification (MUSIC) in subspace is used as the object of analysis; and the narrow-band hypothesis is analyzed in the short-wave band with a linear array of seven sensors. The simulations indicate that using the MUSIC algorithm can be used to design direction finding experiment system of short-wave communication with smaller memory and lower computation load, which prompt the real-time response and high resolution.

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Available abstract

This paper aims at studying the upper-limit of band width about the narrow-band hypothesis of space spectrum estimation algorithm by simulation analysis. The algorithm of multiple signal classification (MUSIC) in subspace is used as the object of analysis; and the narrow-band hypothesis is analyzed in the short-wave band with a linear array of seven sensors. The simulations indicate that using the MUSIC algorithm can be used to design direction finding experiment system of short-wave communication with smaller memory and lower computation load, which prompt the real-time response and high resolution.

Key concepts: Multiple signal classification, Direction finding, Subspace topology, Algorithm, Computer science, Computation, Signal subspace, Limit (mathematics)

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