PROCESSING OF COMPLEX SIGNALS USING RELATION FUNCTION: Spectrum Estimation based on Relation Function - Couverture souple

TALARI, JAYACHANDRA PRASAD; Chandra Reddy, Dr.G.Rama; Prasad, Dr.K.Satya

 
9783843372855: PROCESSING OF COMPLEX SIGNALS USING RELATION FUNCTION: Spectrum Estimation based on Relation Function
Couverture souple
ISBN 10 : 3843372853 ISBN 13 : 9783843372855
Editeur : LAP LAMBERT Academic Publishing, 2010

Synopsis

Processing of signals either in time or in frequency domain is well established.Second order statistics(SOS)of Complex random signals are usually described by Covariance function(CF).In some cases, CF is not sufficient to completely describe SOS of complex random signals.For this purpose a new moment called Relation function(RF)is used.This thesis aims at processing of complex random signals using RF and Group delay functions(GDF).The concept of RF and its properties have been presented. Spectrum estimation of complex signals using RF and GDF(MGD &PGD)has been proposed.It is proved that pole or zero of a complex systems can be uniquely determined by RF approach.The concept of analytical signal spectrum estimation based on RF and GDF has been presented.It is shown that even at low SNR Spectrum of analytical signals can be clearly estimated with high resolution.The concept of RF has been extended to estimate the spectral components of 1st&2nd order dynamical systems.The concept of estimating wind profiles based on RF and GDF has been proposed.To check the superiority of RF results obtained based on the RF & GDF have been compared with that of CF.

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Présentation de l'éditeur

Processing of signals either in time or in frequency domain is well established.Second order statistics(SOS)of Complex random signals are usually described by Covariance function(CF).In some cases, CF is not sufficient to completely describe SOS of complex random signals.For this purpose a new moment called Relation function(RF)is used.This thesis aims at processing of complex random signals using RF and Group delay functions(GDF).The concept of RF and its properties have been presented. Spectrum estimation of complex signals using RF and GDF(MGD &PGD)has been proposed.It is proved that pole or zero of a complex systems can be uniquely determined by RF approach.The concept of analytical signal spectrum estimation based on RF and GDF has been presented.It is shown that even at low SNR Spectrum of analytical signals can be clearly estimated with high resolution.The concept of RF has been extended to estimate the spectral components of 1st&2nd order dynamical systems.The concept of estimating wind profiles based on RF and GDF has been proposed.To check the superiority of RF results obtained based on the RF & GDF have been compared with that of CF.

Biographie de l'auteur

Dr.T.Jayachandra,(Jan'1963)obtained B.Tech (ECE)(JNTU,HYD), ME(AE(CIT-BU-CBE)and Ph.D(CSP)from JNTU,HYD.At Present he is Professor in ECE at RAJEEV GANDHI MEMORIAL COLLEGE OF ENGINEERING AND TECHNOLOGY (RGMCET),NANDYAL,KURNOOL(dt),INDIA. He published 18 technical papers in International and National Journals.He has Membership in IEEE,FIE(I)

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Éditeur
LAP LAMBERT Academic Publishing
Date d'édition
2010
Langue
anglais
ISBN 10 
3843372853
ISBN 13 
9783843372855
Reliure
Broché
Nombre de pages
84
Coordonnées du fabricant
non disponible
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