Method for tuning an adaptive leaky LMS filter

Electrical audio signal processing systems and devices – Acoustical noise or sound cancellation – Counterwave generation control path

Reexamination Certificate

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C381S071600

Reexamination Certificate

active

06741707

ABSTRACT:

FIELD OF THE INVENTION
The present invention relates to a method for automatically and adaptively tuning a leaky, normalized least-mean-square (LMS) algorithm so as to maximize the stability and noise reduction performance of feedforward adaptive noise cancellation systems and to eliminate the need for ad-hoc, empirical tuning.
SUMMARY OF THE INVENTION
Noise cancellation systems are used in various applications ranging from telephony to acoustic noise cancellation in communication headsets. There are, however, significant difficulties in implementing such stable, high performance noise cancellation systems.
In the majority of adaptive systems, the well-known LMS algorithm is used to perform the noise cancellation. This algorithm, however, lacks stability in the presence of inadequate excitation, non-stationary noise fields, low signal-to-noise ratio, or finite precision effects due to numerical computations. This has resulted in many variations to the standard LMS algorithm, none of which provide satisfactory performance over a range of noise parameters.
Among the variations, the leaky LMS algorithm has received significant attention. The leaky LMS algorithm, first proposed by Gitlin et al. introduces a fixed leakage parameter that improves stability and robustness. However, the leakage parameter improves stability at a significant expense to noise reduction performance.
Thus, the current state-of-the-art LMS algorithms must tradeoff stability and performance through manual selection of tuning parameters, such as the leakage parameter. In such noise cancellation systems, a constant, manually selected tuning parameter cannot provide optimized stability and performance for a wide range of different types of noise sources such as deterministic, tonal noise, stationary random noise, and highly nonstationary noise with impulsive content, nor adapt to highly variable and large differences in the dynamic ranges evident in real-world noise environments. Hence, “worst case”, i.e., highly variable, nonstationary noise environment scenarios must be used to select tuning parameters, resulting in substantial degradation of noise reduction performance over a full range of noise fields.


REFERENCES:
patent: 5627896 (1997-05-01), Southward
“The Tap-Leakage Algorithm: An Algorithm for the Stable Operation of a Digitally Implemented, Fractionally Spaced Adaptive Equalizer”, RD. Gitlin, H.C. Meadors, Jr., and S.B. Weinstein, Oct. 1982, New Jersey.
“Leaky LMS Algorithm: MSE Analysis for Gaussian Data”, K. Mayyas and Tyseer Aboulnasr, Apr., 1997.
“Unbiased and Stable Leakage-Based Adaptive Filters”, Vitor H. Nascimento and Ali H. Sayed, Dec., 1999.
“An Unbiased and Cost-Effective Leaky-LMS Filter”, Citor H. Nascimento and Ali H. Sayed, 1997.
“The Stability of Variable Step-Size LMS Algorithms”, Saul B. Gelfand, Yongbin Wei and James V. Krogmeier, Dec., 1999.
“Enclosure for Low-Frequency Assessment of Active Noise Reducing Circumaural Headsets and Hearing Protectors”, J.G. Ryan, E.A.G. Shaw, A.J. Brammer and G. Zhang, Canada.
Ryan, Shaw, Brammer and Zhang; Enclosure for Low-Frequency Assessment of Active Noise Reducing Circumaural Headsets and Hearing Protectors, **, pp. 19-20 and 32-33; Ottawa, Ontario Canada.
Brammer and Pan, Opportunities for Active Noise Control in Communication Headsets, **, pp. 32-33, Ottawa, Ontario, Canada.
Ward, Effects of High-Intensity Sound, 1997, pp. 1497-1507, **.
**,ASA Special Session 3aSP: Performance of Active Noise Control Systems in Real-World Applications, Oct. 1998, pp. 1/14-1/14, Norfolk, VA.
Pan, Brammer, Goubran, Ryan and Zeral; Broad-Band Active Noise Reduction in Communications Headsets, 1994, pp. 113-114, Ottawa, Ontario, Canada.
Cartes, Ray and Collier, Experimental Evaluation of Leaky Least-Mean-Square Algorithms for Active Noise Reduction in Communication Headsets, 2001, New Hampshire.
Cartes, Lyapunov Tuning and Optimization of Feedforward Noise Reduction for Single-Point, Single-Source Cancellation, Oct. 2000, pp. 1-193, New Hampshire.

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