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Performance Analysis of a Series of Adaptive Filters in Non-Stationary Environment for Noise Cancelling Setup
Authors: Anam Rafique, Syed Sohail Ahmed
Abstract:
One of the essential components of much of DSP application is noise cancellation. Changes in real time signals are quite rapid and swift. In noise cancellation, a reference signal which is an approximation of noise signal (that corrupts the original information signal) is obtained and then subtracted from the noise bearing signal to obtain a noise free signal. This approximation of noise signal is obtained through adaptive filters which are self adjusting. As the changes in real time signals are abrupt, this needs adaptive algorithm that converges fast and is stable. Least mean square (LMS) and normalized LMS (NLMS) are two widely used algorithms because of their plainness in calculations and implementation. But their convergence rates are small. Adaptive averaging filters (AFA) are also used because they have high convergence, but they are less stable. This paper provides the comparative study of LMS and Normalized NLMS, AFA and new enhanced average adaptive (Average NLMS-ANLMS) filters for noise cancelling application using speech signals.Keywords: AFA, ANLMS, LMS, NLMS.
Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1335012
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[1] Simon Haykin, "Adaptive filter theory", 4th Ed, Printic Hall, 1996.
[2] Sayed. A. Hadei, "A Family of Adaptive Filter Algorithms in Noise Cancellation for Speech Enhancement", International Journal of Computer and Electrical Engineering, Vol. 2, No. 2, 1793-8163, 2010.
[3] V. R. Vijavkumar, P. T. Vanathi, "Modified Adaptive Filtering Algorithms for Noise Cancellation in Speech Signals", Electronics and Electrical Engineering ISSN 1392-1215, 2007.
[4] Moshe Tarrab, ArieFeuer, "Convergence and performance analysis of the normalized algorithm with uncorrelated gaussian data", IEEE Trans. Vol. 34, Israel, July 1988.
[5] Bernard Widrow, John R. Glover, John M. McCool, John Kaunitz, Charles S. Williasm, Robert H. Hearn, James R.Zeidler, Eugene Dong, Robert C. Goodlin, "Adaptive noise cancelling: principles and applications", IEEE Proc, vol. 63 December 1975.
[6] Markus Rupp, Rudi Frenze, "Analysis of lms and nlms with delayed coefficient update under the presence of spherically invariant process", IEEE Trans, vol. 42, March 1994.
[7] Markus Rupp, "The behavior of lms and nlms algorithms in the presence of invariant process", IEEE Trans, vol. 41,March 1993.