Abstract

Nonlinear acoustic damping is a key nonlinearity in miniature loudspeakers when the air velocity is at a high amplitude. Measurement of nonlinear acoustic damping is beneficial for predicting and analyzing the performance of miniature loudspeakers. However, the general measuring methods for acoustic impedance, such as the standing-wave tube method or the impedance tube method, are not applicable in this scenario because the nonlinear acoustic damping in miniature loudspeakers is coupled with other system nonlinearities. In this study, a measurement method based on nonlinear system identification was constructed to address this issue. The nonlinear acoustic damping was first theoretically analyzed and then coupled in an equivalent circuit model (ECM) to describe the full dynamics of miniature loudspeakers. Based on the ECM model, the nonlinear acoustic damping was identified using measured electrical data and compared with theoretical calculations. The satisfactory agreement between the identification and theoretical calculations confirms the validity of the proposed identification method.

Highlights

  • Huang et al analyzed the total harmonic distortion of miniature loudspeakers that are used in mobile phones and found that nonlinear acoustic damping can lead to significant harmonic distortions at both lower and higher frequency bands [3]

  • Flow separation occurs near the orifice, resulting in nonlinear acoustic damping in a miniature loudspeaker

  • It can be concluded that the proposed identification algorithm is effective for identifying the nonlinear acoustic damping in miniature loudspeakers

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Summary

Introduction

It has been proven that nonlinear acoustic damping is a dominant nonlinearity in miniature loudspeakers and has a significant influence on their performance [1,2,3]. Based on the ECM model, nonlinear acoustic damping was identified using loudspeakers. Based on the ECM model, nonlinear acoustic damping was identified using measured electrical data. Flow separation occurs near the orifice, resulting in nonlinear acoustic damping in a miniature loudspeaker. From obtained as: Equation (2), the nonlinear acoustic damping in miniature loudspeakers can be obtained as: 1-C. The voice coil is modeled as an inductor Le and a resistor Re. Mechanical resistance Rm, moving mass Mm, and mechanical stiffness Km were used to model the moving part of the miniature loudspeaker.

Nonlinear Parameters
Negligible
Identification Algorithm
Experimental Validation and Discussion
Measurement Setup
Nonlinear Acoustic Damping
Comparison
Discharge Coefficient
Other Parameters
Conclusions
Full Text
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