扩散吸声体的优化设计

由于扩散吸声体(Diffsorber)同时兼顾了扩散和吸声两方面的性能,在小房间的声学环境控制中有着特殊的功能。在比较成熟声吸收和声扩散理论的基础上,结合数论中的伪随机理论,提出利用吸声材料本身的声阻抗实现伪随机分布的新优化设计手段,并利用计算机编程实现,由此设计了多种不同吸声效果的扩散吸声体,以满足不同场合的需要。实验结果表明新方法的有效性。同时探讨了新型吸声扩散体的应用潜力。     

微穿孔共振吸声结构中吸声材料的作用

详细分析了不同厚度和放置方式的吸声材料对空腔声阻抗和穿孔辐射声阻抗的影响,从而建立起微穿孔-吸声复合结构的理论分析模型,以用于预测和优化结构的吸声性能。并针对常用的几种微穿孔-吸声复合结构,通过理论分析和阻抗管实验探讨了其声学性能的不同。分析结果表明,理论计算和实验结果吻合很好,证明了模型的可用性。考虑到结构的声学性能和经济性,建议采用中部放置吸声材料的复合结构。      

新型宽频高效吸声体通过鉴定

由上海市环保局下达、上海大学承担、同济大学协作完成的新型宽频高效吸声体于1996年10月3O日通过了科学技术鉴定。新型宽频高效吸声体，是在分析研究国内外现有吸声体的基础上，采用经济实用的玻璃棉管和硬质矿渣棉板吸声材料，通过不同布置方法的科学组合，充分发挥并提高了吸声材料的降噪作用，取得了低频吸声系数高（。125为0．5－0．8、。25。为0．8一卫．O）、单位吸声量的重量轻（wt20kg／m2）、单位吸声量的价格低（10元／m2）的成果，解决了常用吸声材料和吸声结构低频吸声系数低的问题，填补了国内空白，具有国内领先水平。该型吸声体广泛应用于建筑声学和噪声控制工程，例如各类体育馆、礼堂、剧院、百     

内嵌不同形状散射子的局域共振型黏弹性覆盖层低频吸声性能研究

最近研究表明,将声子晶体中的局域共振现象引入到水下吸声材料的设计中,可以观察到由局域共振引起的低频声吸收现象.为了进一步揭示局域共振低频吸声机理并获得更优的水下低频声吸收性能,研究了内嵌不同形状散射子的黏弹性声学覆盖层.利用晶格和散射子在空间排布的对称性,传统有限元方法得到简化,从而节约了计算时间和存储空间,并通过将简化有限元法计算得到的结果与传统有限元法计算的结果进行对比,验证了简化有限元方法的正确性.结合位移云纹图,考察了特定频率点上振动模态与相应的局域共振吸声峰之间的关系,揭示了内嵌圆柱形散射子的黏弹性覆盖层的吸声机理.进一步讨论了相同体积下不同形状的圆柱形散射子对黏弹性覆盖层吸声性能的影响,给出了提升覆盖层低频吸声性能的优化思路.通过讨论不同芯体材质对内嵌圆柱形散射子的黏弹性覆盖层吸声性能的影响,找到了改变第一共振峰位置的方法,从而可以通过调整第一共振峰来实现特定频率范围内的宽带吸声.     

水声共振式吸声材料吸声机理

水声共振式吸声材料是由薄层带孔橡胶板粘在钢板上构成。它占的空间甚少,在一定频段内有良好的吸声性能。在大型声呐基阵的声结构设计中有着广泛的应用,也可用做消声水池的衬里。文献[1,2]中没有给出共振式吸声材料性能与几何结构和橡胶动力学性能的明确关系,我们研究了这种关系,得到了简洁的表达式,结合少量实验,就可研制所需的共振式吸声材     

基于有限元法的小房间内吸声材料位置研究

利用有限元法建立了四种小房间模型,通过对小房间内100 Hz以下声场的研究,发现了100 Hz以下声场情况下小房间内布置吸声材料的有效位置。计算结果表明:矩形小房间所有墙角处都是所有模式的声压极大值位置,而对于非矩形小房间,某些墙角处的声压分布较复杂,甚至出现了较多的模式的声压极小值。改变吸声材料位置,比较平均声压级曲线,可见吸声材料位置不同对曲线平坦度有较大影响,混响室内的实验也验证了这一点。为了保证较高的吸声效率,应将吸声材料设置在低频模式的声压极大值集中的地方,同时应避免将其设置在模式的声压极小值集中的地方。因此,为了有效布置吸声材料,不能直接利用模态叠加法针对矩形小房间的结论,而采用有限元法进行具体分析是有效的。     

阻抗管内非标准尺寸样品的正入射吸声系数测量

针对尺寸显著小于阻抗管横截面的非标准尺寸样品,提出了一种阻抗管内非标准尺寸样品的正入射吸声系数测量方法,分析了其参数对测量结果的影响,并与标准尺寸样品(与阻抗管横截面相同)比较。首先在其旁布置一种具有特定声阻抗的同厚度的声学材料(PAM),形成与阻抗管横截面相同的表面平整的非连续阻抗试件(IAIS),然后根据GB/T 18696.2—2002测得IAIS表面声阻抗,并基于声电类比法计算得到非标准尺寸样品的表面声阻抗及其正入射吸声系数。结果表明,非标准尺寸样品的面积率越大或声扩散边界长度越小,该方法精度越高;当非标准尺寸样品为多孔材料时,选择非刚性的、声阻抗与之接近的PAM也可提高测量精度;而非标准尺寸样品为共振吸声结构时,选择刚性PAM时,本文方法仍具有一定精度。     

切向流对微穿孔共振吸声结构声学性能的影响

切向流对微穿孔共振吸声结构声学性能的影响可以分成三类:(1)对小孔辐射声抗的影响;(2)对结构斜入射吸声性能的影响;(3)对消声通道消声性能的影响。根据声学基本理论,详细讨论这些影响,得到对应的理论分析公式。定性而言,若声波的传播方向与气流的运动方向一致,小孔外侧的辐射声抗、空腔声阻抗函数coth (ξ)的宗量ξ赋值和消声通道的消声系数都会减小;同时呈现多普勒效应,使得结构的吸声系数共振峰频率向低频移动。理论分析得到相应实验研究的支持。      

薄纤维层对穿孔板的声学影响研究

为了提高附着薄纤维层穿孔板的声学预测精度,通过实验及理论分析方法研究薄纤维层对穿孔板的声学影响。采用声学阻抗管系统测试穿孔饰面板及背腔的吸声系数。测试结果显示,薄纤维层对吸声层的吸声性能具有明显的提高作用。以穿孔板声阻抗模型为基础构建附着薄纤维层的穿孔饰面板等效声阻抗模型,以附加修正参数等效薄纤维层的声学影响。依据吸声系数测试结果计算薄纤维层的等效声学修正参数,结果显示薄纤维层造成的附加阻性修正比较显著。     

微缝吸声体理论

窄缝可做为声学原件,这是已知的。窄缝的声阻抗严格公式以及低频近似公式都存在。本文发展了窄缝的基本理论,求得了其声阻抗的简单实用公式。由此可见,缝宽减小至丝米级,其阻抗比将超过一,因而微缝板加后腔形成的微缝吸声体可具有良好吸声性能,而不需任何多孔性或纤维性材料。文中提出微缝吸声体的概念和严格理论,并讨论其吸声性能。微缝吸声体的公式与微穿孔吸声体的完全相似,只是其声阻系数较小而声抗过大,一般说,如参数相同,其吸声特性将比微穿孔吸声体为差。改进措施可有效地补救。     

0-3型压电复合材料覆盖层水下 吸声性能的理论研究

目前压电分流阻尼技术在振动和噪声领域的应用得到了广泛的关注. 本文尝试将压电分流阻尼技术应用于水下吸声领域, 以提高覆盖层的吸声性能. 将压电覆盖层厚度模态的机电方程和声波传播的传递矩阵相结合, 建立一维电声模型. 该模型可以用于分析多层压电和非压电水下吸声覆盖层的吸声性能. 采用该模型分析了0-3型压电复合材料覆盖层的水下吸声性能. 压电复合材料的参数是采用Furukawa的模型计算的. 研究结果表明, 采用合适的分流电阻, 负电容分流电路可以在较宽的频率范围显著提高覆盖层的吸声性能. 其原理可以从阻抗匹配的角度解释, 负电容分流电路可以调整压电覆盖层的表面声阻抗, 使之与水的特性声阻抗相匹配.     

Improving low-frequency sound absorption of micro-perforated panel absorbers by using mechanical impedance plate combined with Helmholtz resonators

The traditional Micro-perforated plate (MPP) is a kind of clean and non-polluting absorption structure in the middle and high frequency and has been widely used in the field of noise control. However, the sound absorption performance is dissatisfied at low frequencies when the air-cavity depth is restricted. In this paper, a mechanical impedance plate (MIP) is introduced into the traditional MPP structure and a Helmholtz resonator is attached to the MIP. Mechanical impedance plate (MIP) provides a good absorption at low frequency by using mechanism of mechanical resonance and the acoustic energy is dissipated in the form of heat with viscoelastic material. Helmholtz resonator can fill in the defect of the poor absorption effect between the Micro-perforated plate (MPP) and the mechanical impedance plate (MIP). The acoustic impedance of the proposed sound absorber is investigated by using acoustic electric analogy method and impedance transfer method. The influence of the tube’s length of Helmholtz resonator and the number of Helmholtz resonator on the sound absorption is studied. The corresponding results are in agreement with the theoretical calculation and prove that the composite structure has the characteristics of improving the low frequency sound absorption property.     

磁力负刚度薄膜结构低频吸声特性

针对背腔深度较小的薄膜吸声结构难以实现低频吸声的问题,提出了磁力负刚度的解决方法。采用传递矩阵法,建立了负刚度薄膜吸声结构理论模型,分析得出该结构的声阻抗等同与大背腔常规薄膜吸声结构的声阻抗;阻抗管实验验证得出,在一定磁场条件下,不同背腔的负刚度薄膜吸声结构与无负刚度结构相比其共振频率显著下降,吸声系数曲线与理论结构吻合。负刚度机制能够降低薄膜吸声结构的共振频率,用较小背腔实现低频吸声,从而实现薄型低频吸声结构设计。      

A simple empirical model of polyester fibre materials for acoustical applications

A new empirical model has been developed by the authors to predict the flow resistivity, acoustic impedance and sound absorption coefficient of polyester fibre materials. The parameters of the model have been adjusted to best fit the values of airflow resistivity and sound absorption coefficient measured over a set of 38 samples. Calculated results are compared with normal incidence measurements carried out using two different techniques: the transfer-function method in an impedance tube (ISO 10534-2) and the free-field impulse response method (ISO 13472-1). Measurements performed on polyester fibre materials with different density and thickness values, and diameter ranging from 18 to 48 μm, are in good agreement with the predictions of the new model. It is concluded that the new model can predict the basic acoustic properties of common polyester fibre materials with any practical combination of thickness and density².     

二次余数扩散结构复合穿孔板扩散吸声研究

声学结构研究一直以来都是学术领域的研究热点。扩散吸声结构(Diffsorber)由于兼具扩散和吸声性能而具有很好的研究意义。本研究将具有良好扩散性能的二次余数扩散(Quedratic:residue diffusers,QRD)结构和具有良好共振吸声性能的穿孔板结构进行组合,依据标准AES-4id-2001对二次余数扩散结构及其与厚度为1 mm,穿孔率分别为3%,5%,8%的穿孔板复合后结构的扩散性能进行了实验研究,得到了相应的反射声能极坐标图和扩散系数。结果表明,复合结构在100 Hz至800 Hz的频率范围内仍具有良好的扩散性能;复合结构反射声能在穿孔板共振频率范围内有明显的下降(平均超过2 dB)。本研究可为扩散吸声结构的设计与研制提供依据。      

管束穿孔板的管腔耦合共振吸声机理研究

为了揭示管束穿孔板共振吸声结构的吸声机理,利用热黏性条件下基于有限元算法的管束穿孔板仿真模型,研究了平面声波正入射条件下,管束穿孔板内部声场分布特征,并利用阻抗管对吸声系数的理论仿真结果进行了试验验证.结果表明,管束穿孔板在低频主要靠腔体共振吸声,在高频主要靠管共振吸声,管束穿孔板整体呈现出较为明显的管腔耦合共振吸声特征。管束穿孔板共振时管中声强和质点法向振速较大,高频次吸声峰频点处管中和腔中均有驻波形成,频率越高驻波数量越多.管束穿孔板的耦合共振受到管长、腔深、穿孔率和管内径等参数变化的影响,管长对高频耦合共振的影响最大,管长增大使高频主吸声峰频点移向低频,并使相邻主吸声峰之间的间距减小.      

Oblique incidence sound absorption of parallel arrangement of multiple micro-perforated panel absorbers in a periodic pattern

The sound absorption performance of a micro-perforated panel (MPP) absorber array at oblique incidence and in diffuse field is investigated both numerically and experimentally. The basic module of the MPP absorber array consists of four parallel-arranged MPP absorbers with different cavity depths, and the whole MPP absorber array is created by arranging the basic modules in a periodically repeating pattern. Results show that the influence of incidence angle mainly lies in two aspects. First, the parallel absorption mechanism breaks down at lower frequencies at oblique incidence than at normal incidence due to the non-compactness of the resonating MPP absorber, which becomes non-compact if the time delay of incident wave across it is comparable to or larger than π/2. Second, the equivalent acoustic impedance of the MPP varies with respect to incidence angle which in turn changes the sound absorption performance of the MPP absorber array. Influence of the azimuthal angle is insignificant. Because of mutual influence among the member MPP absorbers, the normal incidence sound absorption of the MPP absorber array can be noticeably different from that of the basic module tested in impedance tube. The measured sound absorption coefficients of a prototype specimen in reverberation room compare well with the numerical predictions. The extra sound absorption due to diffraction of sound at the free edges of test specimen is the most efficient around 500 Hz.     

Improving the Sound Absorption Properties of Flexible Polyurethane (PU) Foam using Nanofibers and Nanoparticles

Polyurethane foam as the most well-known absorbent materials has a suitable absorption coefficient only within a limited frequency range. The aim of this study was to improve the sound absorption coefficient of flexible polyurethane (PU) foam within the range of various frequencies using clay nanoparticles, polyacrylonitrile nanofibers, and polyvinylidene fluoride nanofibers. The response surface method was used to determine the effect of addition of nanofi- bers of PAN and PVDF, addition of clay nanoparticles, absorbent thickness, and air gap on the sound absorption coefficient of flexible polyurethane foam (PU) across different frequency ranges. The absorption coefficient of the samples was measured using Impedance Tubes device. Nano clay at low thicknesses as well as polyacrylonitrile nanofibers and polyvinyl fluoride nanofibers at higher thicknesses had a greater positive effect on absorption coefficient. The mean sound absorption coefficient in the composite with the highest absorption coeffi- cient at middle and high frequencies was 0.798 and 0.75, respectively. In comparison with pure polyurethane foam with the same thickness and air gap, these values were 2.22 times at the middle frequencies and 1.47 times at high frequencies, respectively. Surface porosity rose with increasing nano clay, but decreased with increasing polyacrylonitrile nanofibers and polyvinyl fluoride nanofibers. The results indicated that the absorption coefficient was elevated with increasing the thickness and air gap. This study suggests that the use of a combination of nanoparticles and nanofibers can enhance the acoustic properties of flexible polyurethane foam.     

含玻璃微球的黏弹性复合材料覆盖层的水下吸声性能分析

水下吸声覆盖层对潜艇的隐身具有重要的意义, 因此得到了广泛的关注. 本文对含有玻璃微球的黏弹性复合材料覆盖层的水下吸声性能进行了理论分析. 采用等效参数法计算了玻璃微球的体积含量对复合材料的力学和声学性能的影响. 应用声波在多层介质中传播的一维模型, 计算了不同玻璃微球体积含量的单层复合材料覆盖层的吸声性能.结果表明, 增加玻璃微球的体积含量可以提高覆盖层的低频吸声性能, 但是其高频吸声性能降低.采用遗传算法对玻璃微球在覆盖层厚度方向上的体积含量分布进行优化. 优化的多层结构可以在一定的频带内改善覆盖层的表面与水的声阻抗匹配, 在保证覆盖层的高频吸声系数大于某一限值(0.7)的前提下, 提高其低频吸声性能.另外, 多层优化结构覆盖层不含宏观的空腔结构, 不影响覆盖层的耐压性能.其结构简单, 对制备工艺的要求不高.因此, 本文形成的理论方法适用于水下吸声覆盖层的设计. 关键词： 水下吸声 黏弹性复合材料 玻璃微球 遗传算法