Abstract

Affine projection (AP) algorithms have demonstrated faster convergence speed than conventional least mean square (LMS) algorithms, thus providing an attractive solution in the active noise control (ANC) field. However, the AP algorithms demand high computational cost, restricting their practical use in real-time ANC applications. Recently, a multichannel filtered-x error-coded affine projection-like (FXECAP-L) algorithm with evolving order has been proposed to reduce the computational burden by maintaining the convergence speed of AP algorithms. In order to obtain an efficient and robust FXECAP-L algorithm with evolving order, the scaling factor and encoder resolution need to be adjusted manually, which is a time-consuming and costly effort that must be carried out by expert designers. To reduce these costs and efforts, we introduce, for the first time, a strategy for automatic adjustment of the scaling factor and encoder resolution that benefits the rapid development of practical ANC applications. To demonstrate its practical use, we applied the proposed strategy for controlling the noise in an acoustic duct. The practical results demonstrate the automatic adjustment of the FXECAP-L algorithm which maintains high convergence speed at the expense of a small compromise in terms of processing time.

Highlights

  • Active noise control (ANC) systems have been intensively studied in recent years [1,2]

  • Our results demonstrate that the automatic scaling factor and encoder resolution have helped us to rapidly develop a particular active noise control (ANC) application

  • We evaluate the performance of the proposed algorithm by considering a 1:2:2 multichannel ANC

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Summary

A Time-Efficient Method for Determining an Optimal

Scaling Factor and the Encoder Resolution in the Multichannel FXECAP-L Algorithm with Evolving. Avalos * , Giovanny Sánchez, Juan C. Received: 5 December 2018; Accepted: 1 February 2019; Published: 8 February 2019

Introduction
Dynamic Adjustment of the Number of Bits for the Encoder Resolution
Automatic Scaling Factor
Simulation Results
Experimental Verification
Conclusions
Full Text
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