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Inverse Poroelastic Characterization of Open-Cell Porous Materials Using an Impedance Tube

机译:使用阻抗管逆孔弹性表征开孔多孔材料

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A poroelastic characterization of open-cell porous materials using an impedance tube is proposed in this paper. Commonly, porous materials are modeled using Biot’s theory. However, this theory requires several parameters which can be difficult to obtain by different methods (direct, indirect or inverse measurements). The proposed method retrieves all the Biot’s parameters with one absorption measurement in an impedance tube for isotropic poroelastic materials following the Johnson-Champoux-Allard’s model (for the fluid phase). The sample is a cylinder bonded to the rigid termination of the tube with a diameter smaller than the tube’s one. In that case, a lateral air gap is voluntary induced to prevent lateral clamping. Using this setup, the absorption curve exhibits a characteristic elastic resonance (quarter wavelength resonance) and the repeatability is ensured by controlling boundary and mounting conditions. The inversion algorithm contains a global optimization process using an axisymmetric finite element code implemented in the Foam-X characterization software. To apply the inversion, the user must provide tube diameter, together with sample diameter, thickness, density, and absorption curve. Also, when available, some other parameters can be provided, such as open porosity, airflow resistivity, tortuosity, or Poisson’s ratio. Providing these additional parameters improves the algorithm convergence. The algorithm is tested on different porous materials and compared to direct measurements. For some materials, the main experimental challenge is to make sure to excite the elastic resonance during impedance tube measurements. Once the resonance is excited, the proposed inversion algorithm finds Biot’s parameters that are generally comparable with direct measurements. The validity and main limitations of the method are finally discussed.
机译:本文提出了使用阻抗管的开孔多孔材料的多孔弹性表征。通常,多孔材料使用Biot理论进行建模。然而,该理论需要几个参数,这可能难以通过不同的方法获得(直接,间接或逆测量)。该方法在约翰逊 - Champoux-Allard的模型(用于流体相位)的各向同性腹弹性材料中,在阻抗管中检索所有BIOS的参数。样品是粘合到管的刚性终端的圆柱,其直径小于管的直径。在这种情况下,横向气隙是诱导的自愿,以防止横向夹紧。使用该设置,吸收曲线表现出特征弹性谐振(四分之一波长谐振),通过控制边界和安装条件确保可重复性。反转算法包含使用在FOAM-X表征软件中实现的轴对称有限元代码的全局优化过程。为了应用倒置,用户必须提供管直径,以及样品直径,厚度,密度和吸收曲线。此外,当可用时,可以提供一些其他参数,例如开放孔隙度,气流电阻率,曲折或泊松比。提供这些附加参数可提高算法汇聚。该算法在不同的多孔材料上测试并与直接测量相比。对于一些材料,主要的实验挑战是确保在阻抗管测量期间激发弹性共振。一旦谐振兴奋,所提出的反转算法发现了一般与直接测量相当的Biot参数。最终讨论了该方法的有效性和主要局限性。

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