首页> 外文期刊>Metrologia: International Journal of Scientific Metrology: = Internationale Zeitschrift fur Wissenschaftliche Metrologie: = Journal International de Metrologie Scientifique >Finite element modelling of acoustic field inside small components: application to an annular slit terminated by an aperture in an infinite screen
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Finite element modelling of acoustic field inside small components: application to an annular slit terminated by an aperture in an infinite screen

机译:小型组件内部声场的有限元建模:应用于无限狭缝中以孔径终止的环形狭缝

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摘要

Investigating accurately the acoustic behaviour of small fluid-filled cavities and ducts and their association is a problem of persistent importance, because nowadays both experimental investigations and theoretical modelling must provide results of increasingly higher precision. The motivation here is provided mainly by the acoustic measurement tools used for both the calibration of microphones and the artificial ear (IEC 60318-1). Both improved analytical models of small acoustic components (small tubes and slits), which account for the effects of the viscous and thermal boundary layers accurately in the frequency range of interest (20 Hz to 20 kHz), and experimental characterization of their input impedances (with a relative uncertainty of the order of magnitude of 10~(-2)) have been proposed recently (Rodrigues et al 2008 J. Sound Vib. 315 890-910). Existing analytical procedures for coupled components suffer from strong approximations at the interfaces between narrow tubes and slits or other elements as well as the open space. A dedicated numerical model can be used in order to investigate accurately the acoustic field at these interfaces. The numerical model presented in the paper relies on a suitable linear exact formulation, based upon two coupled equations involving particle velocity and temperature variation (Joly 2010 Acta Acust. United Acust. 96 102-14) and utilizes an adaptive anisotropic meshing technique to model correctly the strong variations which occur around the geometrical discontinuities and inside the boundary layers. Application to a 2D axisymmetrical device (annular slit ending in an aperture in an infinite screen) is considered to present the ability of the method. Acoustic pressure, temperature variation and particle velocity distributions inside and around the end of the slit are depicted, and the input acoustic admittance of the slit obtained numerically is compared with both experimental and analytical results available.
机译:准确研究小型充满流体的空腔和管道的声学行为及其关联是一个持续重要的问题,因为如今,实验研究和理论建模都必须提供越来越高的精度结果。这里的动机主要是由用于麦克风和人造耳朵校准的声学测量工具提供的(IEC 60318-1)。两种改进的小型声学组件(小管和狭缝)的分析模型都可以准确地考虑到感兴趣的频率范围(20 Hz至20 kHz)中的粘性和热边界层的影响,并通过实验表征了它们的输入阻抗(最近提出了具有10〜(-2)数量级的相对不确定性的方法(Rodrigues等人2008 J. Sound Vib。315 890-910)。现有的用于耦合部件的分析程序在狭窄的管和狭缝或其他元件之间的界面以及敞开空间处具有很强的近似性。可以使用专用的数值模型来准确研究这些界面处的声场。本文中提出的数值模型基于适合的线性精确公式,该公式基于两个涉及颗粒速度和温度变化的耦合方程式(Joly 2010 Acta Acust。United Acust。96 102-14),并利用自适应各向异性网格技术正确建模几何不连续性周围和边界层内部发生的强烈变化。认为将其应用于2D轴对称设备(环形狭缝终止于无限大屏幕中的孔径)可显示该方法的功能。描述了缝隙内部和缝隙末端周围的声压,温度变化和粒子速度分布,并将通过数值获得的缝隙的输入声纳与实验和分析结果进行了比较。

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