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具有对称振荡收缩的方形管道中逐周期的流动变化。

Cycle-to-cycle flow variations in a square duct with a symmetrically oscillating constriction.

作者信息

Sherman Erica, Lambert Lori, White Bethany, Krane Michael H, Wei Timothy

机构信息

Dept. of Mechanical & Materials Eng'g.; University of Nebraska - Lincoln; Lincoln, NE 68588.

Applied Research Laboratory; Penn State University; State College, PA 16804.

出版信息

Fluid Dyn Res. 2020 Feb;52(1). doi: 10.1088/1873-7005/ab52bf. Epub 2019 Nov 27.

DOI:10.1088/1873-7005/ab52bf
PMID:34045778
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC8153694/
Abstract

Spatially and temporally resolved Digital Particle Image Velocimetry (DPIV) measurements are presented of flow complexities in a nominally two-dimensional, symmetric, duct with an oscillating constriction. The motivation for this research lies in advancing the state-of-the-art in applying integral control volume analysis to modeling unsteady internal flows. The specific target is acoustic modeling of human phonation. The integral mass and momentum equations are directly coupled to the acoustic equations and provide quantitative insight into acoustic source strengths in addition to the dynamics of the fluid-structure interactions in the glottis. In this study, a square cross-section duct was constructed with symmetric, computer controlled, oscillating constrictions that incorporate both rocking as well as oscillatory open/close motions. Experiments were run in a free-surface water tunnel over a Strouhal number range, based on maximum jet speed and model length, of 0.012 - 0.048, for a fixed Reynolds number, based on maximum gap opening and maximum jet speed, of 8000. In this study, the constriction motions were continuous with one open-close cycle immediately following another. While the model and its motions were nominally two-dimensional and symmetric, flow asymmetries and oscillation frequency dependent cycle-to-cycle variations were observed. These are examined in the context of terms in the integral conservation equations.

摘要

本文给出了在一个具有振荡收缩的标称二维对称管道中流动复杂性的空间和时间分辨数字粒子图像测速(DPIV)测量结果。这项研究的动机在于推动在将积分控制体积分析应用于非定常内部流动建模方面的技术发展。具体目标是人类发声的声学建模。积分质量和动量方程直接与声学方程耦合,除了声门处流固相互作用的动力学外,还能对声源强度提供定量的见解。在本研究中,构建了一个方形横截面管道,带有对称的、计算机控制的振荡收缩,该收缩包含摇摆以及振荡的打开/关闭运动。实验在自由表面水洞中进行,基于最大射流速度和模型长度,斯特劳哈尔数范围为0.012 - 0.048,对于基于最大间隙开度和最大射流速度的固定雷诺数为8000。在本研究中,收缩运动是连续的,一个开闭循环紧接着另一个。虽然模型及其运动在标称上是二维对称的,但观察到了流动不对称性和与振荡频率相关的逐周期变化。在积分守恒方程的各项背景下对这些进行了研究。

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本文引用的文献

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Aeroacoustic source characterization in a physical model of phonation.声发音物理模型中的空气动力噪声源特征描述。
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2
Modeling of slightly-compressible isentropic flows and its compressibility effects on fluid-structure interactions.微可压缩等熵流建模及其压缩性对流固相互作用的影响。
Comput Fluids. 2019 Mar 30;182:108-117. doi: 10.1016/j.compfluid.2019.02.013. Epub 2019 Feb 16.
3
Characteristics of the pulsating jet flow through a dynamic glottal model with a lens-like constriction.
通过具有透镜状收缩的动态声门模型的脉动射流流动特性。
Biomed Eng Lett. 2018 Jun 8;8(3):309-320. doi: 10.1007/s13534-018-0075-2. eCollection 2018 Aug.
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Evaluation of aerodynamic characteristics of a coupled fluid-structure system using generalized Bernoulli's principle: An application to vocal folds vibration.使用广义伯努利原理评估流固耦合系统的空气动力学特性:在声带振动中的应用
J Coupled Syst Multiscale Dyn. 2016 Dec;4(4):241-250. doi: 10.1166/jcsmd.2016.1114. Epub 2016 Dec 1.
5
Fully-coupled aeroelastic simulation with fluid compressibility - For application to vocal fold vibration.考虑流体可压缩性的全耦合气动弹性模拟——用于声带振动研究
Comput Methods Appl Mech Eng. 2017 Mar 1;315:584-606. doi: 10.1016/j.cma.2016.11.010. Epub 2016 Oct 17.
6
The Perfectly Matched Layer absorbing boundary for fluid-structure interactions using the Immersed Finite Element Method.使用浸入式有限元法的用于流固相互作用的完全匹配层吸收边界。
J Fluids Struct. 2018 Jan;76:135-152. doi: 10.1016/j.jfluidstructs.2017.09.002.
7
Asymmetric glottal jet deflection: differences of two- and three-dimensional models.声门射流不对称偏转:二维与三维模型的差异。
J Acoust Soc Am. 2011 Dec;130(6):EL373-9. doi: 10.1121/1.3655893.
8
Dynamics of temporal variations in phonatory flow.发声气流时变动力学。
J Acoust Soc Am. 2010 Jul;128(1):372-83. doi: 10.1121/1.3365312.
9
Three-dimensional nature of the glottal jet.声门射流的三维性质。
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10
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