Title :
Modeling of a Robust and Fast Noise Cancellation System
Author :
Yaghoobian, Hamed ; Khazaei, Ali Akbar ; Zarchi, Mojtaba Salmani ; Hosayni, S. Javad Sayed
Abstract :
This paper presents a simple modified modeling of normalized least mean square (NLMS) algorithm with improved convergence speed and inherent robustness at the expense of less granularity for acoustic noise cancelling applications in Simulink environment. The paper further proposes that with an optimal choice of the crucial step size parameter, one can relatively guarantee faster convergence and conditions for robustness. This modification in the system can significantly be applied to any noise cancellation system. The designed system proved to be indubitably successful and functional in performing the intended application that is eliminating noise from a signal such as speech signal or any other type of audio signal. We stimulate the adaptive filter in MATLAB and analyze the performance of the algorithm in terms of convergence speed, computational complexity and stability. The simulation results are included to demonstrate and support the claims and points raised in the paper.
Keywords :
acoustic noise; adaptive filters; computational complexity; convergence; least mean squares methods; noise abatement; performance evaluation; MATLAB; NLMS algorithm; Simulink environment; acoustic noise cancelling applications; adaptive filter; audio signal; computational complexity; computational stability; convergence speed; granularity; modified modeling; noise cancellation system; normalized least mean square algorithm; performance analysis; speech signal; Adaptive filters; Convergence; Filtering algorithms; Finite impulse response filter; Least squares approximation; Noise; Signal processing algorithms; Active Noise Cancellation (ANC); Adaptive Filtering; Least Mean Square algorithm (LMS); MATLAB Simulation; Simulink;
Conference_Titel :
Computer Modeling and Simulation (EMS), 2011 Fifth UKSim European Symposium on
Conference_Location :
Madrid
Print_ISBN :
978-1-4673-0060-5
DOI :
10.1109/EMS.2011.78