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Sound-proof Sandwich Panel Design via Metamaterial Concept

机译:通过超材料概念实现隔音夹芯板设计

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摘要

Sandwich panels consisting of hollow core cells and two face-sheets bonded on both sides have been widely used as lightweight and strong structures in practical engineering applications, but with poor acoustic performance especially at low frequency regime. Basic sound-proof methods for the sandwich panel design are spontaneously categorized as sound insulation and sound absorption. Motivated by metamaterial concept, this dissertation presents two sandwich panel designs without sacrificing weight or size penalty: A lightweight yet sound-proof honeycomb acoustic metamateiral can be used as core material for honeycomb sandwich panels to block sound and break the mass law to realize minimum sound transmission; the other sandwich panel design is based on coupled Helmholtz resonators and can achieve perfect sound absorption without sound reflection.;Based on the honeycomb sandwich panel, the mechanical properties of the honeycomb core structure were studied first. By incorporating a thin membrane on top of each honeycomb core, the traditional honeycomb core turns into honeycomb acoustic metamaterial. The basic theory for such kind of membrane-type acoustic metamaterial is demonstrated by a lumped model with infinite periodic oscillator system, and the negative dynamic effective mass density for clamped membrane is analyzed under the membrane resonance condition. Evanescent wave mode caused by negative dynamic effective mass density and impedance methods are utilized to interpret the physical phenomenon of honeycomb acoustic metamaterials at resonance. The honeycomb metamaterials can extraordinarily improve low-frequency sound transmission loss below the first resonant frequency of the membrane. The property of the membrane, the tension of the membrane and the numbers of attached membranes can impact the sound transmission loss, which are observed by numerical simulations and validated by experiments. The sandwich panel which incorporates the honeycomb metamateiral as the core material maintains the mechanical property and yields a sound transmission loss that is consistently greater than 50 dB at low frequencies. Furthermore, the absorption property of the proposed honeycomb sandwich panel was experimentally studied. The honeycomb sandwich panel shows an excellent sound absorbing performance at high frequencies by using reinforced glass fiber without adding too much mass. The effect of the panel size and the stiffness of the grid-like frame effect of the honeycomb sandwich structures on sound transmission are discussed lastly.;For the second sound-proof sandwich panel design, each unit cell of the sandwich panel is replaced by a Helmholtz resonator by perforating a small hole on the top face sheet. A perfect sound absorber sandwich panel with coupled Helmholtz resonators is proposed by two types: single identical Helmholtz resonator in each unit cell and dual Helmholtz resonators with different orifices, arranged in each cell arranged periodically. The soundproof sandwich panel is modelled as a panel embedded in rigid panel and assumed as a semiinfinite space with hard boundary condition. The net/mutual impedance model is first proposed and derived by solving Kirchhoff-Helmholtz integral by using the Green's function. The thermal-viscous energy dissipation at the thermal boundary layer dominates the total energy consumed.;Two types of perfect sound absorber sandwich panel are designed in the last part. Two theoretical methods: the average energy and the equivalent surface impedance method are used to predict sound absorption performance. The geometry for perfect sound absorber sandwich panel at a target frequency can be obtained when the all the Helmholtz resonators are at resonance and the surface impedance of the sandwich panel matches the air impedance. The bandwidth for the identical sandwich panel mainly depends on the neck radius. The absorptive property of the dual Helmholtz resonators type of sandwich panel is studied by investigating the coupling effects between HRs. The theoretical results can be verified by numerical simulations through finite element method. The absorption bandwidth can be tuned by incorporating more HRs in each unit cell.;Both sound-proof sandwich panel designs possess extraordinary acoustic performance for noise reduction at low frequency range with sub-wavelength structures. The sound absorber panel design can also achieve broadband sound attenuation at low frequencies.
机译:由空心单元和两侧粘合的两个面板组成的夹芯板在实际工程应用中已被广泛用作轻质且坚固的结构,但声学性能较差,尤其是在低频范围内。夹层板设计的基本隔音方法被自然地分类为隔音和吸声。受超材料概念的启发,本文提出了两种夹芯板设计,而又不牺牲重量或尺寸损失:轻巧而又隔音的蜂窝声学金属材料可以用作蜂窝夹芯板的核心材料,以阻隔声音并打破质量定律以实现最小的声音传播;另一种夹层板设计基于耦合的亥姆霍兹共鸣器,可实现完美的吸声而无声反射。;基于蜂窝夹层板,首先研究了蜂窝芯结构的力学性能。通过在每个蜂窝芯的顶部结合薄膜,传统的蜂窝芯变成了蜂窝声学超材料。通过具有无限周期振荡器系统的集总模型证明了这种膜型声学超材料的基本理论,并在膜共振条件下分析了被夹持膜的负动态有效质量密度。利用负动态有效质量密度和阻抗方法引起的van逝波模式来解释蜂窝声学超材料在共振时的物理现象。蜂窝超材料可以极大地改善低于膜的第一共振频率的低频声音传输损耗。膜的性质,膜的张力和附着的膜的数量会影响传声损失,这可以通过数值模拟进行观察并通过实验进行验证。夹层板采用蜂窝状金属材料作为芯材,可保持机械性能并在低频下产生大于50 dB的声音传输损耗。此外,对所提出的蜂窝夹芯板的吸收性能进行了实验研究。蜂窝夹层板通过使用增强玻璃纤维而不会增加太多质量,在高频下具有出色的吸音性能。最后讨论了蜂窝夹层结构的面板尺寸和网格状框架刚度对传声的影响。对于第二种隔声夹层面板设计,将夹层面板的每个单元替换为亥姆霍兹谐振器通过在顶面板上打一个小孔。提出了一种具有耦合亥姆霍兹谐振器的完美吸声夹层板:两种类型:每个单位单元中的单个相同的亥姆霍兹谐振器和周期性排列在每个单元中的具有不同孔口的双重亥姆霍兹谐振器。隔声夹层板被建模为嵌在刚性板上的板,并假定为具有硬边界条件的半无限空间。首先通过使用格林函数求解基尔霍夫-亥姆霍兹积分,提出并推导了净/互阻抗模型。热边界层的热-粘性能量耗散占总能量消耗。;最后一部分设计了两种类型的理想吸声夹层板。两种理论方法:平均能量法和等效表面阻抗法用于预测吸声性能。当所有的亥姆霍兹共振器都处于共振状态,并且夹层板的表面阻抗与空气阻抗匹配时,可以获得目标频率下理想吸声夹层板的几何形状。相同夹心板的带宽主要取决于颈部半径。通过研究HR之间的耦合效应,研究了双亥姆霍兹共振器类型的夹心板的吸收性能。理论结果可以通过有限元数值模拟来验证。可以通过在每个单位单元中包含更多的HR来调整吸收带宽。两种隔音夹芯板设计均具有出色的声学性能,可通过亚波长结构在低频范围内降低噪声。吸音板设计还可以实现低频处的宽带声音衰减。

著录项

  • 作者

    Sui, Ni.;

  • 作者单位

    North Carolina State University.;

  • 授予单位 North Carolina State University.;
  • 学科 Mechanical engineering.;Aerospace engineering.;Automotive engineering.
  • 学位 Ph.D.
  • 年度 2017
  • 页码 174 p.
  • 总页数 174
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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