The design of two-dimensional elastic diffusers

IF 4.3 2区 工程技术 Q1 ACOUSTICS
F.J.P. Allison , S.G. Haslinger , Ö. Selsil , F. Shi
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引用次数: 0

Abstract

The ability to design surfaces with specific scattering properties has widespread applicability. In this article, we leverage a stochastic method for designing randomly rough, two-dimensional surfaces with a prescribed mean angular intensity distribution. Analytical and numerical techniques are implemented for a linearly elastic medium-vacuum interface, to generate band-limited diffusers with square and elliptical domains of scattering. Longitudinal incidence is assumed, and the theory allows for bulk wave mode conversions. Multivalued, discontinuous surfaces are formulated, and it is shown that the theoretical model may be satisfied independently of the facet shape utilised, with square and hexagonal discretisations given as examples. In the context of elastic wave scattering, the surfaces presented in this article may have applications in the calibration of scatterometers for wave manipulation as well as for crack detection using ultrasound.
二维弹性扩散器的设计
设计具有特定散射特性的表面的能力具有广泛的适用性。在本文中,我们利用随机方法设计具有规定平均角强度分布的随机粗糙二维表面。我们针对线性弹性介质-真空界面采用了分析和数值技术,以生成具有方形和椭圆形散射域的带限扩散器。假设为纵向入射,理论允许体波模式转换。多值、不连续表面被提出来,并证明理论模型可以满足所使用的面形状的要求,并给出了方形和六角形离散的例子。在弹性波散射方面,本文提出的曲面可应用于波浪操纵散射计的校准以及使用超声波进行裂缝检测。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Sound and Vibration
Journal of Sound and Vibration 工程技术-工程:机械
CiteScore
9.10
自引率
10.60%
发文量
551
审稿时长
69 days
期刊介绍: The Journal of Sound and Vibration (JSV) is an independent journal devoted to the prompt publication of original papers, both theoretical and experimental, that provide new information on any aspect of sound or vibration. There is an emphasis on fundamental work that has potential for practical application. JSV was founded and operates on the premise that the subject of sound and vibration requires a journal that publishes papers of a high technical standard across the various subdisciplines, thus facilitating awareness of techniques and discoveries in one area that may be applicable in others.
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