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Numerical Simulation of the Self-oscillating Vocal Folds in Interaction with Vocal Tract Shaped for Particular Czech Vowels

机译:用特定捷克元音的声带形状互动自振荡声带的数值模拟

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The study presents a two-dimensional (2D) finite element (FE) model which consists of the vocal folds (VF), the trachea and idealized vocal tract (VT) shaped for Czech vowels [a:], [i:] and [u:] created from magnetic resonance images (MRI). Such configuration enables solving fluid-structure-acoustic interaction, flow-induced self-oscillations of the VF and acoustic wave propagation in the VT by explicit coupling scheme with two separate solvers for structure and fluid domain. The FE model of the VF includes the VF pretension and setting to phonatory position, large deformation of tissues and VF contact. Unsteady viscous compressible airflow through the FE model of the trachea, glottis and the VT is modelled by using Navier-Stokes (NS) equations. Moving boundary of the fluid domain (according to the VF motion) is solved by the Arbitrary Lagrangian-Eulerian approach. The solution obtained for the FE models is analyzed and the effect of the VT shape on the spectra of the generated acoustic pressure at the lips is discussed and the results are compared with measured data published in literature.
机译:该研究提出了一个二维(2D)有限元(FE)模型,其包括成形为用于捷克元音[A:]声带(VF),气管和理想化声道(VT)的,[I:]和[ U:来自磁共振图像(MRI)创建。这种结构能够解决流体 - 结构 - 声相互作用,在VT的VF和声波传播通过显式耦合方案具有用于结构和流体域两个单独的解算器的流动引起的自振荡。的VF的有限元模型包括VF预紧和设置到发声位置,组织和VF接触的大的变形。通过气管的有限元模型不稳定粘性可压缩气流,声门和VT是通过使用纳维 - 斯托克斯(NS)方程建模。 (根据VF运动)移动流体域的边界由任意拉格朗日 - 欧拉方法解决。为有限元模型中得到的溶液进行分析,并且所讨论的VT形状对所产生的声压的频谱在嘴唇的效果,其结果与已发表的文献中测得的数据进行比较。

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