首页> 外文会议>Proceedings of the ASME international mechanical engineering congress and exposition 2009 >A STUDY OF VOCAL FOLD VIBRATION USING A SLIGHTLY COMPRESSIBLE FLUID DOMAIN
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A STUDY OF VOCAL FOLD VIBRATION USING A SLIGHTLY COMPRESSIBLE FLUID DOMAIN

机译:轻微可压缩流体域的人声折叠振动研究

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摘要

During human voice production, air forced from the lungs through the larynx induces vibration of the vocal folds. Computational models of this coupled fluid-solid system have traditionally utilized an incompressible fluid domain. However, studies have shown that coupling of tracheal acoustics with vocal fold dynamics is significant. Further, in the absence of compressibility, some models fail to achieve self-sustained vibration. This presentation discusses a slightly compressible airflow model, fully coupled with a vocal fold tissue model, as a possible substitute for the traditional incompressible approach. The derivation and justification of the slightly compressible fluid model are discussed. Results are reported of a study of the nature of the coupling between the fluid and vocal fold regions for both slightly compressible and incompressible fluid domains using a commercial fluid-solid finite element package. Three different types of inlet boundary conditions, including constant pressure, constant velocity, and moving wall, are explored. The incompressible and slightly compressible models with the three boundary conditions are compared with each other and with experimental data obtained using synthetic self-oscillating vocal fold models. The results are used to validate the slightly compressible flow model as well as to explore candidate boundary conditions for vocal fold vibration simulations.
机译:在产生人声的过程中,从肺部穿过喉部的空气会引起声带的振动。传统上,这种耦合的流固系统的计算模型利用了不可压缩的流体域。但是,研究表明,气管声学与声带动力学的耦合非常重要。此外,在没有可压缩性的情况下,某些模型无法实现自持振动。本演示文稿讨论了略微可压缩的气流模型,并与人声折叠组织模型完全耦合,可以替代传统的不可压缩方法。讨论了可压缩流体模型的推导和合理性。据报道,使用市售的流体-固体有限元软件包,对可压缩和不可压缩流体域的流体和声带区域之间的耦合性质进行了研究。探索了三种不同类型的入口边界条件,包括恒定压力,恒定速度和活动壁。将具有三个边界条件的不可压缩模型和略可压缩模型彼此进行比较,并与使用合成自振荡人声折叠模型获得的实验数据进行比较。结果被用于验证微压缩流模型,并探索声带振动模拟的候选边界条件。

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