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An approach for numerical calculation of glottal flow during glottal closure

机译:声门闭合过程中声门流量的数值计算方法

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A coupled FE/FV model of self-sustained vocal fold oscillation was presented. The driving pressure differences for the self-sustained oscillation were set up in a natural range. Other material properties were obtained from literature. The form of the oscillating vocal folds could be interpreted as combination of the first three eigenmodes. The second (horizontal) eigenmode eigenmode is of major importance since it is directly affects air jet modulation. The periodically changing convergent and divergent intraglottal shape, that has been reported before, is a combination of eigenmode two and three. To obtain a considerable excitement of these eigenmodes a pulling force (negative pressure) is required which varies its vertical position over time. This force turns out to be dependent of a certain channel length.
机译:提出了自我维持声带振荡的有限元/ FV耦合模型。用于自持振荡的驱动压力差设置在自然范围内。其他材料特性可从文献中获得。振动声带的形式可以解释为前三个本征模式的组合。第二个(水平)本征模本征模非常重要,因为它直接影响空气喷射调制。以前已经报道过,周期性变化的会聚和发散的声门内形状是本征模态二和本征模态的组合。为了获得这些本征模式的显着兴奋,需要拉力(负压),该拉力会随时间变化其垂直位置。事实证明,该力取决于特定的通道长度。

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