Mode-Matching Method Applied to the Sound Reception Problem Using Helmholtz Resonator

Authors S.A. Naida1, O.V. Korzhyk1, I.O. Lastivka2, O.V. Pavlenko1, T.M. Zheliaskova1, M.O. Korzhyk1, A.S. Naida1, N.S. Naida1, O.S. Chaika1
Affiliations

1National Technical University of Ukraine “Igor Sikorsky Kyiv Polytechnic Institute”, 37, Peremohy Ave, 03056 Kyiv, Ukraine

2National Aviation University, 1, Lubomir Husar Ave, 03058 Kyiv, Ukraine

Е-mail nsa185921-ames@lll.kpi.ua
Issue Volume 14, Year 2022, Number 1
Dates Received 27 January 2022; revised manuscript received 23 February 2022; published online 28 February 2022
Citation S.A. Naida, O.V. Korzhyk, I.O. Lastivka, et al., J. Nano- Electron. Phys. 14 No 1, 01035 (2022)
DOI https://doi.org/10.21272/jnep.14(1).01035
PACS Number(s) 43.38. + n
Keywords Resonator (3) , Acoustic field, Mode-matching method, Frequency characteristic, Interference (2) .
Annotation

The study explores the problem of forming an acoustic field in the Helmholtz resonator cavity using the mode-matching method. Acoustic boundary value problems for the description of acoustic fields in resonator cavities under traditional boundary conditions and boundary conditions at the edge (and in its absence), which is characterized by the known acoustic properties, are set and solved. For certain dimensions of an air-filled resonator, the basic field characteristics in the resonator are calculated, analyzed and compared with experimental data. The influence on the results of field formation of the involved condition at the edge with acoustically rigid boundaries-surfaces is estimated. In view of the foregoing, the research aims to formulate and solve the wave problem of acoustic field formation in the cubic Helmholtz resonator taking into account classical boundary conditions, conjugation conditions, and conditions at angular points of structural elements formed by the mode-matching and applying the eponymous method.

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