Alipour Fariborz, Scherer Ronald C
Department of Communication Sciences & Disorders, The University of Iowa, Iowa City, Iowa.
Department of Communication Sciences and Disorders, Bowling Green State University, Bowling Green, Ohio.
J Voice. 2015 Nov;29(6):649-59. doi: 10.1016/j.jvoice.2014.10.021. Epub 2015 Apr 11.
The purpose of the study was to better understand the pressure-flow behavior of a self-oscillating vocal fold model at various stages of the glottal cycle.
An established self-oscillating vocal fold model was extended to include the false vocal folds (FVFs) and was used to study time-dependent pressure and velocity distributions through the larynx (including the true vocal folds [TVFs] and FVFs). Vocal fold vibration was modeled with a finite element method, laryngeal flow was simulated with the solution of unsteady Navier-Stokes equations, and the acoustics of the vocal tract was modeled with a wave reflection method.
The results demonstrate realistic phonatory behaviors and therefore may be considered as a pedagogical tool for showing detailed aerodynamic, kinematic, and acoustic characteristics. The TVFs self-oscillated regularly with reasonable amplitude and mucosal waves. There were large pressure gradients in the glottal region. The centerline velocity was highest during glottal closing and sharply dropped near the center of the flow vortex. The average centerline velocity was about 25 m/second in the glottal region. The transglottal pressure was higher during glottal closing when the glottal shape was divergent and pressure recovery was present within the glottis. The centerline velocity increased as expected throughout the convergent glottis, tended to decrease throughout the divergent glottis, and decreased past the TVFs within the ventricle-FVF region.
This model produces realistic results and demonstrates interactions among phonation variables of a highly instructive nature, including the influence of the FVFs.
本研究旨在更好地理解自激式声带模型在声门周期各阶段的压力-流量行为。
对已建立的自激式声带模型进行扩展,纳入假声带(FVF),并用于研究通过喉部(包括真声带[TVF]和FVF)随时间变化的压力和速度分布。采用有限元方法对声带振动进行建模,通过求解非定常纳维-斯托克斯方程模拟喉部气流,并用波反射方法对声道声学进行建模。
结果显示出逼真的发声行为,因此可被视为展示详细空气动力学、运动学和声学特征的教学工具。TVF以合理的振幅和黏膜波进行规则的自激振动。声门区域存在较大的压力梯度。声门关闭期间中心线速度最高,在流动涡旋中心附近急剧下降。声门区域的平均中心线速度约为25米/秒。声门关闭时,当声门形状发散且声门内存在压力恢复时,跨声门压力较高。在整个收敛声门中,中心线速度如预期增加,在整个发散声门中趋于降低,并在心室-FVF区域内经过TVF后降低。
该模型产生了逼真的结果,并展示了具有高度指导意义的发声变量之间的相互作用,包括FVF的影响。