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Wave Propagation in a LRPC Composite Double Panel Structure with Periodically Attached Pillars and Etched Holes

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Treść / Zawartość
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
The locally resonant phononic crystal (LRPC) composite double panel structure (DPS) made of a twodimensional periodic array of a two-component cylindrical LR pillar connected between the upper and lower composite plates is proposed. The plates are composed of two kinds of materials and periodically etched holes. In order to reveal the bandgap properties of structure theoretically, the band structures, displacement fields of eigenmodes and transmission power spectrums of corresponding 8 × 8 finite structure are calculated and displayed by using finite element method (FEM). Numerical results and further analysis demonstrate that if the excitation and response points are picked on different sides of the structure, a wide band gap with low starting frequency is opened, which can be treated as the coupling between dominant vibrations of pillars and plate modes. In addition, the influences of filled-in rubber, etched hole and viscidity of soft material on band gap are studied and understood with the help of “base-spring-mass” simplified model.
Rocznik
Strony
717--725
Opis fizyczny
Bibliogr. 25 poz., rys., tab., wykr.
Twórcy
autor
  • Jiangsu Province Key Laboratory of Structure Engineering, College of Civil Engineering, Suzhou University of Science and Technology, Suzhou 215011, Jiangsu, China
Bibliografia
  • 1. Benjeddou A. (2001), Advances in hybrid active-passive vibration and noise control via piezoelectric and viscoelastic constrained layer treatments, Journal of Vibration and Control, 7, 4, 565-602.
  • 2. Carneal J. P., Fuller C. R. (2004), An analytical and experimental investigation of active structural acoustic control of noise transmission through double panel systems, Journal of Sound and Vibration, 272, 3-5, 749-771.
  • 3. Hsu J. C., Wu T. T. (2007), Lamb waves in binary locally resonant phononic plates with two-dimensional lattices, Applied Physics Letters, 90, 20, 201904-201907.
  • 4. James R., Woodley S. M., Dyer C. M., Humphrey V. F. (1995), Sonic bands, bandgaps, and defekt states in layered structures – theory and experiment, Journal of the Acoustical Society of America, 97, 4, 2041-2047.
  • 5. Kushwaha M. S., Halevi P., Martínez G., Dobrzyński L., Djafari-Rouhani B. (1994), Theory of acoustic band structure of periodic elastic composites, Physical Review B: Condensed Matter, 49, 4, 2313-2322.
  • 6. Li Y., Chen T., Wang X., Xi Y., Liang Q. (2015), Enlargement of locally resonant sonic band gap by using composite plate-type acoustic metamaterial, Physics Letters A, 379, 5, 412-416.
  • 7. Liu Z. et al. (2000), Locally resonant sonic materials,Science, 289, 5485, 1734-1736.
  • 8. Ma J., Hou Z., Assouar B. M. (2014), Opening a large full phononic band gap in thin elastic plate with resonant units, Journal of Applied Physics, 115, 9, 093508-093513.
  • 9. Martínez-Sala R., Sancho J., Sánchez J. V., Gómez V., Llinares J. (1995), Sound attenuation by sculpture, Nature, 378, 6554, 241-241.
  • 10. Oudich M., Li Y., Assouar B. M., Hou Z. (2010), A sonic band gap based on the locally resonant phononic plates with stubs, New Journal of Physics, 12, 2, 201-206.
  • 11. Oudich M. et al. (2011), Experimental evidence of locally resonant sonic band gap in two-dimensional phononic stubbed plates, Physical Review B, 84, 16, 667-673.
  • 12. Pietrzko S. J., Mao Q. (2008), New results in active and passive control of sound transmission through double wall structures, Aerospace Science and Technology, 12, 1, 42-53.
  • 13. Qian D., Shi Z. (2016), Bandgap properties in locally resonant phononic crystal double panel structures with periodically attached spring-mass resonators, Physics Letters A, 380, 41, 3319-3325.
  • 14. Qian D., Shi Z. (2017a), Bandgap properties in locally resonant phononic crystal double panel structures with periodically attached pillars, Journal of Theoretical and Applied Mechanics, 55, 4, 1167-1179.
  • 15. Qian D., Shi Z. (2017b), Bandgap properties in simplified model of composite locally resonant phononic crystal plate, Physics Letters A, 381, 40, 3505-3513.
  • 16. Sainidou R., Djafari-Rouhani B., Pennec Y., Vasseur J. O. (2006), Locally resonant phononic crystals made of hollow spheres or cylinders, Physical Review B, 73, 2, 024302.
  • 17. Sigalas M. M., Economou E. N. (1992), Elastic and acoustic wave band structure, Journal of Sound and Vibration, 158, 2, 377-382.
  • 18. Wang G., Wen X., Wen J., Shao L., Liu Y. (2004), Two-dimensional locally resonant phononic crystals with binary structures, Physical Review Letters, 93, 15, 154302.
  • 19. Wang Y. F., Wang Y. S. (2013), Complete bandgaps in two-dimensional phononic crystal slabs with resonators, Journal of Applied Physics, 114, 4, 2022.
  • 20. Wang Y. F., Wang Y. S., Su X. X. (2011), Large bandgaps of two-dimensional phononic crystals with cross-like holes, Journal of Applied Physics, 110, 11, 2059.
  • 21. Wei P. J., Zhao Y. P. (2010), The influence of viscosity on band gaps of 2D phononic crystal, Mechanics of Advanced Materials and Structures, 17, 6, 383-392.
  • 22. Xiao W., Zeng G. W., Cheng Y. S. (2008), Flexural vibration band gaps in a thin plate containing a periodic array of hemmed discs, Applied Acoustics, 69, 3, 255-261.
  • 23. Xiao Y., Wen J., Wen X. (2012), Flexural wave band gaps in locally resonant thin plates with periodically attache spring-mass resonators, Journal of Physics D: Applied Physics, 45, 19, 195401-195412.
  • 24. Zhao Y. P., Wei P. J. (2009), The band gap of 1D viscoelastic phononic crystal, Computational Materials Science, 46, 3, 603-606.
  • 25. Zhu X., Zhong S., Zhao H. (2016), Band gap structures for viscoelastic phononic crystals based on numerical and experimental investigation, Applied Acoustics, 106, 93-104.
Uwagi
Opracowanie rekordu w ramach umowy 509/P-DUN/2018 ze środków MNiSW przeznaczonych na działalność upowszechniającą naukę (2019).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-9052b29c-c71c-4f0f-8df6-f507d19fbab9
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