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N. Quaegebeur, and A. Chaigne, "Mechanical Resonances and Geometrical Nonlinearities in Electrodynamic Loudspeakers," J. Audio Eng. Soc., vol. 56, no. 6, pp. 462-472, (2008 June.). doi: N. Quaegebeur, and A. Chaigne, "Mechanical Resonances and Geometrical Nonlinearities in Electrodynamic Loudspeakers," J. Audio Eng. Soc., vol. 56 Issue 6 pp. 462-472, (2008 June.). doi:
Abstract: A method for analyzing the nonlinear behavior of loudspeakers, which includes the effects of modal resonances and geometrical nonlinearities, results in a model without regard to the kind of nonlinearity. This state-space approach is equally valid for a single degree of freedom (plane wave piston) and higher order degrees, including "break-up" modes of vibration. For a classical loudspeaker, consistency between predicted and measured results across the audible range validates the method. Nonlinearities are observed near resonance frequencies and at their submultiples.

@article{quaegebeur2008mechanical,
author={quaegebeur, nicolas and chaigne, antoine},
journal={journal of the audio engineering society},
title={mechanical resonances and geometrical nonlinearities in electrodynamic loudspeakers},
year={2008},
volume={56},
number={6},
pages={462-472},
doi={},
month={june},} @article{quaegebeur2008mechanical,
author={quaegebeur, nicolas and chaigne, antoine},
journal={journal of the audio engineering society},
title={mechanical resonances and geometrical nonlinearities in electrodynamic loudspeakers},
year={2008},
volume={56},
number={6},
pages={462-472},
doi={},
month={june},
abstract={a method for analyzing the nonlinear behavior of loudspeakers, which includes the effects of modal resonances and geometrical nonlinearities, results in a model without regard to the kind of nonlinearity. this state-space approach is equally valid for a single degree of freedom (plane wave piston) and higher order degrees, including "break-up" modes of vibration. for a classical loudspeaker, consistency between predicted and measured results across the audible range validates the method. nonlinearities are observed near resonance frequencies and at their submultiples.},}

TY - paper
TI - Mechanical Resonances and Geometrical Nonlinearities in Electrodynamic Loudspeakers
SP - 462 EP - 472
AU - Quaegebeur, Nicolas
AU - Chaigne, Antoine
PY - 2008
JO - Journal of the Audio Engineering Society
IS - 6
VO - 56
VL - 56
Y1 - June 2008 TY - paper
TI - Mechanical Resonances and Geometrical Nonlinearities in Electrodynamic Loudspeakers
SP - 462 EP - 472
AU - Quaegebeur, Nicolas
AU - Chaigne, Antoine
PY - 2008
JO - Journal of the Audio Engineering Society
IS - 6
VO - 56
VL - 56
Y1 - June 2008
AB - A method for analyzing the nonlinear behavior of loudspeakers, which includes the effects of modal resonances and geometrical nonlinearities, results in a model without regard to the kind of nonlinearity. This state-space approach is equally valid for a single degree of freedom (plane wave piston) and higher order degrees, including "break-up" modes of vibration. For a classical loudspeaker, consistency between predicted and measured results across the audible range validates the method. Nonlinearities are observed near resonance frequencies and at their submultiples.