Publication Date
1994
Document Type
Dissertation/Thesis
First Advisor
Kuo, Sen M. (Sen-Maw)
Degree Name
M.S. (Master of Science)
Legacy Department
Department of Electrical Engineering
LCSH
Noise control; Acoustical engineering; Convergence
Abstract
This thesis investigates various fast convergence adaptive algorithms for an active noise control (ANC) application. The traditional filtered-X LMS algorithm has been implemented first, and its performance compared with various adaptive algorithms. Results are compared on the basis of rate of convergence, steady-state error and complexity of the algorithm. Two new algorithms, based on the transversal filter structure, the correlation LMS and the gradient step-size algorithms, have been implemented and analyzed. A new configuration for ANC has been suggested using the lattice filter structure, in order to increase the convergence rate in case of signals having large eigenvalue spreads. An alternative configuration using the lattice filter that yields the same performance as the first configuration, yet gives considerable saving in computation, has also been proposed. All the adaptive algorithms have been verified using computer simulations. The results obtained have been validated by real-time experiments using a floating point DSP, the TMS320C30. The results included in this thesis show that the algorithms are practical and well suited for use in an ANC application.
Recommended Citation
Char, Kavita, "Fast convergence techniques for active noise control systems" (1994). Graduate Research Theses & Dissertations. 3105.
https://huskiecommons.lib.niu.edu/allgraduate-thesesdissertations/3105
Extent
xi, 132 pages
Language
eng
Publisher
Northern Illinois University
Rights Statement
In Copyright
Rights Statement 2
NIU theses are protected by copyright. They may be viewed from Huskie Commons for any purpose, but reproduction or distribution in any format is prohibited without the written permission of the authors.
Media Type
Text
Comments
Includes bibliographical references (pages [131]-132)