Spectrum analysis by autoregressive methods: Performance on application to stationary signals
In order to develop a method capable of determining the time variant spectrum of time series, various existing approaches have been investigated. Although the Fourier-based methods are superior in their computational efficiency, their inherent characteristics may sometimes limit applications. The AR...
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th-psu.2010-71912011-04-04T19:12:46Z Spectrum analysis by autoregressive methods: Performance on application to stationary signals Kamata, Minoru Ngamsritragul, Panyarak Mechanical Engineering Signal Analysis Spectrum Analysis Time Series Analysis Signal Processing AR Method In order to develop a method capable of determining the time variant spectrum of time series, various existing approaches have been investigated. Although the Fourier-based methods are superior in their computational efficiency, their inherent characteristics may sometimes limit applications. The AR method gives the best results even for small data sets. However, insufficient information is available for determining its applicability. In this report, a brief review, as well as the performance, of various AR methods applied to a certain class of stationary time series is systematically documented. The covariance method is found to be the best solution for the determination of AR coefficients, and many trials using sinusoidal data sets indicate the usefullness and applicability of AR-based spectrum analysis. 2011-04-04T13:25:47Z 2011-04-04T13:25:47Z 1996 Article JSME international journal. Ser. C, Dynamics, control, robotics, design and manufacturing 39-C(2), 179-187, 1996-06-15 1340-8062 http://kb.psu.ac.th/psukb/handle/2010/7191 en JSME international journal. Ser. C, Dynamics, control, robotics, design and manufacturing; application/pdf The Japan Society of Mechanical Engineers |
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Signal Analysis Spectrum Analysis Time Series Analysis Signal Processing AR Method Kamata, Minoru Ngamsritragul, Panyarak Spectrum analysis by autoregressive methods: Performance on application to stationary signals |
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In order to develop a method capable of determining the time variant spectrum of time series, various existing approaches have been investigated. Although the Fourier-based methods are superior in their computational efficiency, their inherent characteristics may sometimes limit applications. The AR method gives the best results even for small data sets. However, insufficient information is available for determining its applicability. In this report, a brief review, as well as the performance, of various AR methods applied to a certain class of stationary time series is systematically documented. The covariance method is found to be the best solution for the determination of AR coefficients, and many trials using sinusoidal data sets indicate the usefullness and applicability of AR-based spectrum analysis. |
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Mechanical Engineering |
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Mechanical Engineering Kamata, Minoru Ngamsritragul, Panyarak |
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Article |
author |
Kamata, Minoru Ngamsritragul, Panyarak |
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Kamata, Minoru |
title |
Spectrum analysis by autoregressive methods: Performance on application to stationary signals |
title_short |
Spectrum analysis by autoregressive methods: Performance on application to stationary signals |
title_full |
Spectrum analysis by autoregressive methods: Performance on application to stationary signals |
title_fullStr |
Spectrum analysis by autoregressive methods: Performance on application to stationary signals |
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Spectrum analysis by autoregressive methods: Performance on application to stationary signals |
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spectrum analysis by autoregressive methods: performance on application to stationary signals |
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The Japan Society of Mechanical Engineers |
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2011 |
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http://kb.psu.ac.th/psukb/handle/2010/7191 |
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1681496992783532032 |