Skip to content
Microsystems, Electronics and Acoustics
ISSN 2523-4447 · e‑ISSN 2523-4455 Open Access · CC BY-SA 4.0
Vol. 23 · Issue 2 · 2018 Apr 30, 2018 Acoustical devices and systems

Radiation of maximum acoustic power by systems of hydroacoustic cylindrical piezoceramic transducers with circular polarization

OD
Oleksandr Ivanovych Drozdenko Corresponding Національний технічний університет України «Київський політехнічний інститут імені Ігоря Сікорського» Ukraine
OL
Oleksandr Hryhorovych Leiko Національний технічний університет України «Київський політехнічний інститут імені Ігоря Сікорського» Ukraine
Pages58-65 PublishedApr 30, 2018
VOL 23 · ISS 2 · 2018 View issue

Abstract

Electroacoustic devices and systems are widely used in the modern world. Among these devices it is necessary to select those that are intended for work in water - hydroacoustic devices. The main reason why these devices need to be singled out separately is the difficult operating conditions in which they work. Any hydroacoustic device is designed to work with certain power capabilities within a given time interval in the specified operating conditions. However, there are a number of physical factors that limit these opportunities. These factors can be divided into internal and external. For hydroacoustic devices with sound emission, internal limiting physical factors are dynamic mechanical, electrical and thermal strength. External factors include the cavitation strength of the environment in which the system operates. Piezoceramic transducers are the nodes that carry out an mutual conversion of electrical and acoustic energy. The active elements of transducers have the lowest strength and are most susceptible to the influence of operational factors. Among the physical factors limiting the power capabilities of hydroacoustic transducers on the first place it is necessary to deliver mechanical strength. The purpose of this article is to solve the problem of arbitrary system formed by a finite number of circular cylindrical piezoceramic transducers with circular polarization sound emission, on condition of their maximum mechanical dynamic strength providing. Such solution will allow hydroacoustic systems with maximum levels of radiated acoustic power designing. In this article, the physical factors that limit the acoustic power maximum radiation possibility of arbitrary hydroacoustic emitters systems were analysed. They include mechanical, electrical and thermal strength of emitters systems. For the mechanical strength of piezoceramic emitters, the reasons limiting their magnitude have been determined. On the basis of their analysis the possible variants which technical implementation allows increasing the acoustic radiating power were proposed. It becomes possible if in the system of emitters oscillatory speed is the same and close to the maximum possible one without their mechanical destruction. For this variant the problem of maximum acoustic power radiation is formulated and solved by the method of coupled fields in multiply connected domains. In this case, the system of emitters can be arbitrary, formed by a finite number of hydroacoustic cylindrical piezoceramic emitters with circular polarization. Different ways of the considered emitters systems energy efficiency increasing were analyzed because of their physical fields parameters quantitative estimates obtaining possibility. Ref. 8, fig. 1.

Keywords

References

  1. V. S. Didkovskyi, S. M. Poroshyn, O. H. Leiko, A. O. Leiko, and O. I. Drozdenko, Konstruiuvannia elektroakustychnykh pryladiv i system dlia multymediinykh akustychnykh tekhnolohii [Construction of the electroacoustic devices and systems for multimedia acoustic technology] . Kyiv, Ukraine: NTUU “KPI,” 2013. ISBN: 966-8861-43-4
  2. V. V. Bogorodskiy. L. A. Zubarev. E. A. Korepin and V. I. Yakushev, Podvodnyye elektroakusticheskiye preobrazovateli. (Raschet i proyektirovaniye) [Underwater electroacoustic transducers. (Calculation and design)], Leningrad, USSR: Sudostroenie, 1983.
  3. V. T. Grinchenko, I. V. Vovk and V. T. Matsypura, Volnovyye zadachi akustiki [Acoustic wave problems]. Kyiv, Ukraine: Interservis, 2013. ISBN: 978-617-696-166-6.
  4. A. Leiko, A. Nizhnik and N. Bogdanova, "Osobennosti elektromekhanicheskogo preobrazovaniya energii tsilindricheskim pyezokeramicheskim izluchatelem v sostave sistemy izluchateley [Features of electromechanical energy conversion by a cylindrical piezoceramic radiator in the system of radiators]", Bulgarian Journal for Engineering Design , vol. 29, pp. 15-22, 2016.
  5. O. H. Leiko. and Y. І. Starovoit, "Chastotni vlastyvosti elektrychnykh poliv tsylindrychnoyi systemy p"yezokeramichnykh vyprominyuvachiv z ekranom u vnutrishniy polosti [Frequency properties of electric fields of a cylindrical system of piezoceramic emitters with a screen in the inner cavity]", Journal Nano- and Electronic Physics . vol. 8, no. 4, pp. 04018-04018-6, 2016. DOI : 10.21272/jnep.8(4(1)).04018 .
  6. I. V. Vovk and V. N. Oliynik, "Sound radiation by a cylindrical piezoelastic shell with an asymmetric insertion", Journal of the Acoustical Society of America, vol. 99, pp. 133-138, 1996, DOI : 10.1121/1.414496 .
  7. I. V. Vovk, V. T. Grinchenko and V. N. Oliynik, "On the method of construction of a directed low-frequency hydroacoustic radiator", Proceeding of the 2-nd European Conference on Underwater Acoustics, Lyngby, Denmark, pp. 573-578, 1994.
  8. E. A. Ivanov, Difraktsiya elektromagnitnykh voln na dvukh telakh [Diffraction of electromagnetic waves on two bodies] . – Minsk, USSR: Nauka i tekhnika, 1968.
§ 06 — Related

Similar articles in this journal

Related peer-reviewed studies published in this journal.
View all issues

Experimental Study of the Frequency Characteristics of MEMS Microphones for Railway Noise Monitoring

Vitalii R. Prus, PhD, Assoc. Prof. Oleksii Viktorovych Bogdanov

Abstract–The paper presents the results of an experimental study of the acoustic characteristics of modular MEMS microphones INMP441 and SPH0645, aimed at their…

#acoustic monitoring #MEMS microphone #amplitude-frequency response #directivity pattern
p. 359669.1-359669.6
10.20535/2523-4455.mea.359669

Most read articles by the same author(s)

Similar Articles

1-10 of 231

You may also start an advanced similarity search for this article.