Tunable Helmholtz Resonators Using Multiple Necks

被引:1
|
作者
Papadakis, Nikolaos M. [1 ]
Stavroulakis, Georgios E. [1 ]
机构
[1] Tech Univ Crete, Inst Computat Mech & Optimizat Co Mec O, Sch Prod Engn & Management, Khania 73100, Greece
关键词
Helmholtz resonator; multi-neck Helmholtz resonator; sound absorber; architectural acoustics; room acoustics; musical acoustics; finite element method; sound absorption; acoustic transmission; SOUND-ABSORPTION; RESONANCE FREQUENCY; ROOM; ABSORBERS; GEOMETRY; LEAKAGE; NOISE;
D O I
10.3390/mi14101932
中图分类号
O65 [分析化学];
学科分类号
070302 ; 081704 ;
摘要
One of the uses of Helmholtz resonators is as sound absorbers for room acoustic applications, especially for the low frequency range. Their efficiency is centered around their resonance frequency which mainly depends on elements of their geometry such as the resonator volume and neck dimensions. Incorporating additional necks on the body of a Helmholtz resonator (depending on whether they are open or closed) has been found to alter the resulting resonance frequency. For this study, tunable Helmholtz resonators to multiple resonance frequencies, are proposed and investigated utilizing additional necks. The resonance frequencies of various multi-neck Helmholtz resonators are first modeled with the use of the finite element method (FEM), then calculated with the use of an analytical approach and the results of the two approaches are finally compared. The results of this study show that Helmholtz resonators with multiple resonances at desired frequencies are achievable with the use of additional necks, while FEM and analytical methods can be used for the estimation of the resonance frequencies. Analytical and FEM approach results show a good agreement in cases of small number of additional necks, while the increasing differences in cases of higher neck additions, were attributed to the change in effective length of the necks as demonstrated by FEM. The proposed approach can be useful for tunable sound absorbers for room acoustics applications according to the needs of a space. Also, this approach can be applied in cases of additional tunable air resonances of acoustic instruments (e.g., string instruments).
引用
收藏
页数:14
相关论文
共 50 条
  • [31] Elastic Helmholtz resonators
    1600, (93):
  • [32] NONLINEARITY OF HELMHOLTZ RESONATORS
    SIRIGNAN.WA
    AEROTECNICA MISSILI E SPAZIO, 1972, 51 (04): : 256 - &
  • [33] Optical Helmholtz resonators
    Chevalier, Paul
    Bouchon, Patrick
    Haidar, Riad
    Pardo, Fabrice
    APPLIED PHYSICS LETTERS, 2014, 105 (07)
  • [34] SUPERFLUID HELMHOLTZ RESONATORS
    KRISS, M
    RUDNICK, I
    PHYSICAL REVIEW, 1968, 174 (01): : 326 - &
  • [35] Tunable parallel barriers using Helmholtz resonator
    Wang, Z. B.
    Choy, Y. S.
    JOURNAL OF SOUND AND VIBRATION, 2019, 443 : 109 - 123
  • [36] Transmission and bandgap characteristics of a duct mounted with multiple hybrid Helmholtz resonators
    Zhang, Zhenfang
    Yu, Dianlong
    Liu, Jiangwei
    Hu, Bing
    Wen, Jihong
    APPLIED ACOUSTICS, 2021, 183
  • [37] Simulation of underwater echo reduction using miniaturized Helmholtz resonators
    Park, SungJun
    Kim, Jedo
    JOURNAL OF THE ACOUSTICAL SOCIETY OF KOREA, 2019, 38 (01): : 67 - 72
  • [38] Noise Reduction Using Structures Based On Coupled Helmholtz Resonators
    Krasikova, Mariia
    Baloshin, Yuri
    Slobozhanyuk, Alexey
    Melnikov, Anton
    Powell, David
    Petrov, Mikhail
    Bogdanov, Andrey
    5TH INTERNATIONAL CONFERENCE ON METAMATERIALS AND NANOPHOTONICS (METANANO 2020), 2020, 2300
  • [39] Noise filter using a periodic system of dual Helmholtz resonators
    El Malki, Mohamed
    Khettabi, Ali
    Sallah, Mohammed
    Zaky, Zaky A.
    SCIENTIFIC REPORTS, 2024, 14 (01):
  • [40] Experimental realization of extraordinary acoustic transmission using Helmholtz resonators
    Crow, Brian C.
    Cullen, Jordan M.
    McKenzie, William W.
    Koju, Vijay
    Robertson, William M.
    AIP ADVANCES, 2015, 5 (02):