Jiangmei Liang, Zhengqing Liu, Qiucheng Wang, Yujun Zhao, Mohammad Fard, John Laurence Davy
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The transfer matrix method (TMM) was used to calculate the surface impedance of each acoustic unit-cell of the composite multi-cell sound absorber, and the SAC of the composite multi-cell sound absorber was predicted by using the equivalent circuit method. Finite element (FE) models of the composite multi-cell sound absorbers are presented, and their sound absorption coefficient was measured by using an impedance tube method. The measurement data demonstrate the validity of the prediction results and are used to analyse various acoustic characteristics that depend on the structural parameters of each acoustic unit-cell. Furthermore, an optimal combination of the structural parameters of the composite multi-cell sound absorber can be realized by using the genetic algorithm (GA). The effect of the number of the acoustic unit-cells with different perforation ratios of the MPP layer and the depth of the air cavity layer is presented. They are the main design parameters that can control the SAC in different frequency ranges. 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引用次数: 0
摘要
采用实验和数值方法研究了复合多室吸声器在中低频范围内的吸声系数。所述复合吸声器包括MPP(微穿孔板)层、多孔材料层和空腔层。夹层声学结构由两个MPP层之间的空腔层组成,该空腔层由另一个空腔层支撑。MPP层采用Maa模型描述,多孔材料层采用Delany and Bazley模型建立。采用传递矩阵法(TMM)计算复合多胞吸声器各声单元的表面阻抗,并采用等效电路法预测复合多胞吸声器的SAC。建立了复合材料多腔吸声器的有限元模型,并采用阻抗管法测量了其吸声系数。测量数据证明了预测结果的有效性,并用于分析依赖于每个声单元格结构参数的各种声学特性。在此基础上,利用遗传算法实现了复合吸声器结构参数的最优组合。讨论了不同MPP层穿孔率下声单元胞数和空腔层深度的影响。它们是控制SAC在不同频率范围内工作的主要设计参数。结果还表明,通过增加声单元的数量和优化空腔层的设计,可以调节复合材料多单元吸声器的SAC。
Optimization of the Acoustic Performance of a Composite Multi-cell Sound Absorber
The sound absorption coefficient (SAC) of a composite multi-cell sound absorber in the low- and mid-frequency range is investigated by using experiment and numerical method. The composite sound absorber includes a MPP (micro-perforated panel) layer, a porous material layer, and an air cavity layer. The sandwich acoustic structure consists of an air cavity layer in between two MPP layers, which is backed by another air cavity layer. Maa’s model was used to describe the MPP layer, and the porous material layer was established by using Delany and Bazley’s model. The transfer matrix method (TMM) was used to calculate the surface impedance of each acoustic unit-cell of the composite multi-cell sound absorber, and the SAC of the composite multi-cell sound absorber was predicted by using the equivalent circuit method. Finite element (FE) models of the composite multi-cell sound absorbers are presented, and their sound absorption coefficient was measured by using an impedance tube method. The measurement data demonstrate the validity of the prediction results and are used to analyse various acoustic characteristics that depend on the structural parameters of each acoustic unit-cell. Furthermore, an optimal combination of the structural parameters of the composite multi-cell sound absorber can be realized by using the genetic algorithm (GA). The effect of the number of the acoustic unit-cells with different perforation ratios of the MPP layer and the depth of the air cavity layer is presented. They are the main design parameters that can control the SAC in different frequency ranges. The results also show that the SAC of the composite multi-cell sound absorber can be adjusted by increasing the number of the acoustic unit-cells and using the optimized design of the air cavity layer.
期刊介绍:
Acoustics Australia, the journal of the Australian Acoustical Society, has been publishing high quality research and technical papers in all areas of acoustics since commencement in 1972. The target audience for the journal includes both researchers and practitioners. It aims to publish papers and technical notes that are relevant to current acoustics and of interest to members of the Society. These include but are not limited to: Architectural and Building Acoustics, Environmental Noise, Underwater Acoustics, Engineering Noise and Vibration Control, Occupational Noise Management, Hearing, Musical Acoustics.