Title :
Self-tuning sub-sample delay estimator
Author :
Hermanowicz, Ewa
Author_Institution :
Multimedia Syst. Dept., Gdansk Univ. of Technol., Gdansk, Poland
Abstract :
In this paper a novel solution of a self-tuning time delay estimator operating in the discrete time domain on a sinusoidal signal is presented. The proposed solution is based on a concept of series connection of a fractional delay filter and linear-phase Hilbert transform filter. The novelty of this solution lies in a very low numerical complexity, smaller than presented in hitherto published results. The performance of our self-tuning time delay estimator is analysed and illustrated by the results of its operation in presence of noise.
Keywords :
Hilbert transforms; delay estimation; discrete time filters; linear phase filters; numerical analysis; signal processing; connection concept; discrete time domain; fractional delay filter; linear-phase Hilbert transform filter; noise presence; numerical complexity; self-tuning subsample time delay estimator; sinusoidal signal; Delay effects; Delay estimation; Finite impulse response filters; Signal to noise ratio; Time-domain analysis;
Conference_Titel :
Signal Processing Conference, 2009 17th European
Conference_Location :
Glasgow
Print_ISBN :
978-161-7388-76-7