MOIDIEFIED VERSION OF ADJUSTED STEP SIZE LMS ALGORITHIM (MASSLMS) FOR ADAPTIVE LINEAR FIR EQUALIZER

Main Article Content

Thamer M. Jamel

Abstract

In this paper a Modified version of Adjusted Step Size Least Mean Square algorithm (MASSLMS) is proposed which overcome and avoid one of the drawback of the standard LMS and our previous proposed algorithm Adjusted Step Size Least Mean Square algorithm (ASSLMS). This drawback is the requirement of a statistical knowledge of the input signal prior to the starting training of the algorithm which is necessary to determine the fixed value of the maximum step size (i.e. the upper bound value) in the initialization stage of the ASSLMS algorithm. In this proposed algorithm an appropriate time varying value of the maximum step size was calculated based on inversely proportional of the instantaneous energy of the input signal vector. Then this time varying upper bound value of the step size is used to guarantee the stability of adjusted step size of the algorithm which is a recursively adjusted based on rough estimate of the performance surface gradient square . The proposed algorithm does not need trial and error for choosing the value of the maximum step size (μMAX) compared with ASSLMS and standard LMS algorithms. The proposed algorithm shows through computer simulation results faster and low level of miss-adjustment in the steady state compared with LMS and ASSLMS for three different types of channel in adaptive linear equalizer system.

Article Details

How to Cite
“MOIDIEFIED VERSION OF ADJUSTED STEP SIZE LMS ALGORITHIM (MASSLMS) FOR ADAPTIVE LINEAR FIR EQUALIZER” (2009) Journal of Engineering, 15(03), pp. 3907–3918. doi:10.31026/j.eng.2009.03.07.
Section
Articles

How to Cite

“MOIDIEFIED VERSION OF ADJUSTED STEP SIZE LMS ALGORITHIM (MASSLMS) FOR ADAPTIVE LINEAR FIR EQUALIZER” (2009) Journal of Engineering, 15(03), pp. 3907–3918. doi:10.31026/j.eng.2009.03.07.

Publication Dates

References

 B.Farhang Boranjrncy, 1999, “Adaptive Filters” John Wileys & Sonc,.

 B. Widrow and S. Stearns, 1985” Adaptive Signal Processing” Prentic-Hall, Inc..

 R.W.Harris, D.M. Chadries, 1986 , F.A. Bishop “ A variable Step (VS) Adaptive filter algorithm” IEEE Trans. On ASSP-34, No.2, pp.309-316,April.

 Long Le, Ozgu Ozun, and Phiipp Steurer, 2002, ” Adaptive Channel Estimation for Sparse Channels”, submitted for the degree of Bachelor of Eng. (Honors) in the Division of Elect. And Electronic Eng. , university of Queensland,..

 Charles Q. Hoang, 2000,” LMS Modeling and Estimation of Non-stationary Telecommunication Channels”, submitted for the degree of Bachelor of Eng. (Honors) in the Division of Elect. And Electronic Eng. , university of Queensland,.

 J.J. Chen, R.R. Priemer, Feb.1995 ,“ An in Inequality by which to adjust the LMS algorithm Step Size” IEEE Trans. On COMM-43,No.2/3/4,pp1477-1483.

 Bozo K. ,Zdravko U. , and Ljubisa S., April 2003,”Adaptive Equalizer with Zero-Noise Constrained LMS algorithm “, In Elec. Eng. of FACTA University, vol.16, , 1-xx.

 S.K., G. Zeng. July 1989,” A new Convergence Factor for Adaptive Filters” IEEE Trans. On CAS-36,No.7,pp.1011-1012,.

 R.H.Kang, E.W.Johnstone, July 1992,”A variable Step Size LMS algorithm” IEEE Trans. On Signal Processing, Vol.40, No.7, pp.1633-1642,.

 R.W. Wies, A. Balasubramanian, J. W. Pierre, 2006,"Using Adaptive Step-Size Least Mean Squares ( ASLMS) for Estimating Low- Frequency Electromechanical Modes in Power Systems ", In 9th International Conference on Probabilistic Methods Applied to Power Systems KTH, Stockholm, Sweden – June 11- 15,

 Yonggang Zhang, Ning Li, Jonathon A. Chambers, and Yanling Hao, 2008 , “"New Gradient- Based Variable Step Size LMS Algorithms" Research Article in Hindawi Publishing Corporation EURASIP Journal on Advances in Signal Processing Volume, Article ID 529480, 9 pages doi: 10.1155/ 2008/ 529480 .

 Thamer M.Jamel, 2007," Performance Improvements of Adaptive FIR Equalizer Using Modified Version of VSSLMS Algorithm” , In Journal of Engineering , Baghdad University ,No.4 , Vol. 13, December 2007.

 Simon Haykin , 1983, ” Communication Systems” John Wiley & Sons, Inc., New York,.

 John M. Morton, 1998 , “Adaptive Equalization for Indoor Wireless Channels” M.Sc. Thesis, Faculty of the Virginia polytechnic institute and state university, Blacksburg, Virginia, August.

 Rappaport T.S. 2002, “Wireless Communications Principles and Practice”, 2nd Edition, Prentice-Hall Inc.,.

 Qureshi S.U. 1985, “Adaptive Equalization”, Proceeding of IEEE, vol. 37, no. 9, pp. 1340-1387, September.

 Scott C. Douglas, march 1994, “A Family of Normalized LMS Algorithms” IEEE signal processing letters, Vol. SPL-1, No.3, pp. 49-51

Similar Articles

You may also start an advanced similarity search for this article.