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Farklı Malzemelerden Üretilmiş Plakların Ses İletim Performanslarının Deneysel İncelenmesi

Year 2026, Volume: 11 Issue: 1 , 18 - 29 , 31.03.2026
https://doi.org/10.46578/humder.1848320
https://izlik.org/JA63DK63JH

Abstract

Bu çalışmada, aynı geometrik boyutlara sahip ancak farklı malzemelerden üretilmiş yedi adet plakanın ses iletim performansları deneysel olarak incelenmiştir. Deney düzeneğinde, 15 W, 25 W ve 40 W gücünde üç farklı ses uyarıcısı (sound exciter) kullanılarak malzeme türünün ve uyarıcı gücünün ses iletimi üzerindeki etkileri değerlendirilmiştir. Farklı malzemelerin akustik davranışları karşılaştırılmış, endüstriyel uygulamalardaki kullanım uygunlukları irdelenmiş ve güç seviyesinin ses iletim karakteristiklerine olan katkısı detaylı şekilde analiz edilmiştir. Elde edilen deneysel bulgular, malzeme seçiminin ve uyarıcı gücünün ses iletim performansında belirleyici rol oynadığını göstermekte olup, akustik tasarım süreçleri için önemli veri sağlamaktadır. Çalışma sonucunda, üç ayrı ses uyarıcısı ile titreştirilerek elde edilen ses basınç seviyeleri karşılaştırılmış ve hem malzeme sertliği–sönüm oranının hem de uyarıcı güç/empedansının akustik yanıtı belirlediği görülmüştür.

References

  • Gohery, S., Adams, R., Ahmed, M., Liang, Q. Q., Moslemi, N., & Burvill, C. (2024). Experimental and numerical studies on the vibration-based structural health monitoring of dimpled steel sheets with residual stresses. Engineering Structures, 306, 117882.
  • Jung, J., Jensen, J. S., Jeong, C. H., Jeon, O., & Wang, S. (2021). Optimizing a distribution of resonators on a thin plate for the desired sound radiation. Journal of Sound and Vibration, 496, 115926.
  • Wang, D., Geng, Q., & Li, Y. (2018). Effect of static load on vibro-acoustic behaviour of clamped plates with geometric imperfections. Journal of Sound and Vibration, 432, 155-172.
  • Eisenberger, M., & Deutsch, A. (2019). Solution of thin rectangular plate vibrations for all combinations of boundary conditions. Journal of Sound and Vibration, 452, 1-12.
  • Wang, Y., Wu, H., Yang, F., & Wang, Q. (2021). An efficient method for vibration and stability analysis of rectangular plates axially moving in fluid. Applied Mathematics and Mechanics, 42(2), 291-308.
  • Kim, Y., & Park, J. (2020). A theory for the free vibration of a laminated composite rectangular plate with holes in aerospace applications. Composite Structures, 251, 112571.
  • Kopmaz, O. S. M. A. N., & Telli, S. E. V. D. A. (2002). Free vibrations of a rectangular plate carrying a distributed mass. Journal of sound and vibration, 251(1), 39-57.
  • Yildiz, A., & Kopmaz, O. (2017). Experimental and computational validation of an analytical model of free vibration of a rectangular plate carrying a distributed mass. International Journal of Advances in Engineering & Technology, 10(2), 233.
  • Gurukiran, K., & Kumar Samal, P. (2021). Experimental determination of mode shapes of a plate using speaker as excitation device. In IOP Conference Series: Materials Science and Engineering (Vol. 1189, No. 1, p. 012029). IOP Publishing.
  • Olive, S. E. (2004). A multiple regression model for predicting loudspeaker preference using objective measurements: Part II-Development of the model. In Audio Engineering Society Convention 117. Audio Engineering Society.
  • McMillan, A. J., & Keane, A. J. (1996). Shifting resonances from a frequency band by applying concentrated masses to a thin rectangular plate. Journal of Sound and Vibration, 192(2), 549-652.
  • Zenker, B., Rawoof, S. S. A., Merchel, S., & Altinsoy, M. E. (2019). Low Deviation and High Sensitivity—Optimized Exciter Positioning for Flat Panel Loudspeakers by Considering Averaged Sound Pressure Equalization. In Audio Engineering Society Convention 147. Audio Engineering Society.
  • Zenker, B., Heinl, M., Merchel, S., & Altinsoy, M. E. (2020). Low-frequency performance of a woofer-driven flat-panel loudspeaker (Part 2: Numerical system optimization and large signal analysis). In Audio Engineering Society Convention 149. Audio Engineering Society.
  • Jung, J., Kook, J., Goo, S., & Wang, S. (2017). Sound transmission analysis of plate structures using the finite element method and elementary radiator approach with radiator error index. Advances in Engineering Software, 112, 1-15.
  • Du, J., & Olhoff, N. (2007). Topological design of freely vibrating continuum structures for maximum values of simple and multiple eigenfrequencies and frequency gaps. Structural and Multidisciplinary Optimization, 34(2), 91-110.
  • Ma, X., Zhang, J. W., & Yan, S. M. (2012). Experimental modal analysis and modal reproduce experiment research of a chladini plate. Applied Mechanics and Materials, 152, 1401-1405.
  • Ikpe, A. E., Ndon, A. E., & Etuk, E. M. (2019). Response variation of Chladni patterns on vibrating elastic plate under electro-mechanical oscillation. Nigerian Journal of Technology, 38(3), 540-548.
  • Tuan, P. H., Wen, C. P., Chiang, P. Y., Yu, Y. T., Liang, H. C., Huang, K. F., & Chen, Y. F. (2015). Exploring the resonant vibration of thin plates: Reconstruction of Chladni patterns and determination of resonant wave numbers. The Journal of the Acoustical Society of America, 137(4), 2113-2123.
  • Escaler, X., & De La Torre, O. (2018). Axisymmetric vibrations of a circular Chladni plate in air and fully submerged in water. Journal of Fluids and Structures, 82, 432-445.
  • Pandit, M. K., Haldar, S., & Mukhopadhyay, M. (2007). Free vibration analysis of laminated composite rectangular plate using finite element method. Journal of Reinforced Plastics and Composites, 26(1), 69-80.
  • Seçgin, A., & Sarıgül, A. S. (2008). Free vibration analysis of symmetrically laminated thin composite plates by using discrete singular convolution (DSC) approach: algorithm and verification. Journal of Sound and Vibration, 315(1-2), 197-211.
  • Hao, W. F., & Kam, T. Y. (2009). Modal characteristics of symmetrically laminated composite plates flexibly restrained at different locations. International Journal of Mechanical Sciences, 51(6), 443-452.
  • Zhang, X., & Li, W. L. (2010). A unified approach for predicting sound radiation from baffled rectangular plates with arbitrary boundary conditions. Journal of Sound and Vibration, 329(25), 5307-5320.
  • Xu, Z. S., Huang, Q. B., & Zhao, Z. G. (2011). Topology optimization of composite material plate with respect to sound radiation. Engineering Analysis with Boundary Elements, 35(1), 61-67.
  • Jiang, C. H., Kam, T. Y., & Chang, Y. H. (2017). Sound radiation of panel-form loudspeaker using flat voice coil for excitation. Applied Acoustics, 116, 375-389.
  • Wu, H., Jiang, W., & Liu, Y. (2013). Analyzing acoustic radiation modes of baffled plates with a fast multipole boundary element method. Journal of Vibration and acoustics, 135(1), 011007.
  • Currey, M. N., & Cunefare, K. A. (1995). The radiation modes of baffled finite plates. The Journal of the Acoustical Society of America, 98(3), 1570-1580.
  • Snyder, S. D., & Tanaka, N. (1995). Calculating total acoustic power output using modal radiation efficiencies. The Journal of the Acoustical Society of America, 97(3), 1702-1709.
  • Hu, H. X., Tang, B., & Zhao, Y. (2016). Active control of structures and sound radiation modes and its application in vehicles. Journal of Low Frequency Noise, Vibration and Active Control, 35(4), 291-302.
  • Yamaguchi, Z., Bolton, J. S., & Sakagami, K. (2011). Reduction of sound radiation by using force radiation modes. Applied acoustics, 72(7), 420-427.
  • Pasqual, A. M., de Franca Arruda, J. R., & Herzog, P. (2010). Application of acoustic radiation modes in the directivity control by a spherical loudspeaker array. Acta Acustica United With Acustica-Stuttgart, 96(1), 32.
  • Kam, T. Y., Su, H. M., & Huang, C. Y. (2017). Quasi-static buckling and first-ply failure loads of shear web reinforced glass-fabric composite wind blades. Composite Structures, 160, 1225-1235.
  • Jiang, C. H., & Kam, T. Y. (2013). Vibration analysis of elastically restrained laminated composite sound radiation plates via a finite element approach. Procedia Engineering, 67, 545-558.
  • Zenker, B., Merchel, S., & Altinsoy, M. E. (2020). Optimized Radiation Pattern and Time Response of Flat Panel Loudspeaker due to the Specific Damping of the Boundary Conditions. In Proceedings of the DAGA.
  • Duval, A., Crignon, G., Goret, M., & Ponsinet, D. (2023). Immersive Smart Trims Design Using Linear Inertial Transducers For A Better Audio Sound Quality And Easier Vehicle Integration. In SIA NVH & Comfort Conference, Le Mans, France.
  • Ramachandran, B., Raveendran, R., & Mondal, A. (2025). Horn Sound Digital Validation for ECE-R28 Regulation Compliance. In Noise & Vibration Conference & Exhibition. SAE Technical Paper. Schneider, A. J. (1974). Relating Acoustical Measurements to SAE Procedures (No. 740212). SAE Technical Paper.
  • Medè, C., Doria, A., Munaretto, P., & Sg Valdecasas, J. (2019). Multi-physics phenomena influencing the performance of the car horn. Journal of Low Frequency Noise, Vibration and Active Control, 38(2), 544-557.
  • United Nations Economic Commission for Europe (UNECE). (2008). Regulation No 28 - Uniform provisions concerning the approval of audible warning devices and of motor vehicles with regard to their audible signals.

Experimental Investigation of Sound Transmission Performance of Plates Made from Different Materials

Year 2026, Volume: 11 Issue: 1 , 18 - 29 , 31.03.2026
https://doi.org/10.46578/humder.1848320
https://izlik.org/JA63DK63JH

Abstract

In this study, the sound transmission performance of seven plates with identical geometric dimensions but manufactured from different materials was experimentally investigated. Three sound exciters with output powers of 15 W, 25 W, and 40 W were employed to evaluate the influence of material type and exciter power on sound transmission behavior. The acoustic responses of the materials were compared, their suitability for industrial applications was assessed, and the contribution of varying power levels to transmission characteristics was analyzed in detail. The experimental findings demonstrate that both material selection and exciter power play a critical role in sound transmission performance, providing valuable insights for acoustic design and engineering applications. As a result of the study, the sound pressure levels obtained by exciting the plates with three different actuators were compared, revealing that both material stiffness–damping characteristics and actuator power/impedance significantly influence the acoustic response.

References

  • Gohery, S., Adams, R., Ahmed, M., Liang, Q. Q., Moslemi, N., & Burvill, C. (2024). Experimental and numerical studies on the vibration-based structural health monitoring of dimpled steel sheets with residual stresses. Engineering Structures, 306, 117882.
  • Jung, J., Jensen, J. S., Jeong, C. H., Jeon, O., & Wang, S. (2021). Optimizing a distribution of resonators on a thin plate for the desired sound radiation. Journal of Sound and Vibration, 496, 115926.
  • Wang, D., Geng, Q., & Li, Y. (2018). Effect of static load on vibro-acoustic behaviour of clamped plates with geometric imperfections. Journal of Sound and Vibration, 432, 155-172.
  • Eisenberger, M., & Deutsch, A. (2019). Solution of thin rectangular plate vibrations for all combinations of boundary conditions. Journal of Sound and Vibration, 452, 1-12.
  • Wang, Y., Wu, H., Yang, F., & Wang, Q. (2021). An efficient method for vibration and stability analysis of rectangular plates axially moving in fluid. Applied Mathematics and Mechanics, 42(2), 291-308.
  • Kim, Y., & Park, J. (2020). A theory for the free vibration of a laminated composite rectangular plate with holes in aerospace applications. Composite Structures, 251, 112571.
  • Kopmaz, O. S. M. A. N., & Telli, S. E. V. D. A. (2002). Free vibrations of a rectangular plate carrying a distributed mass. Journal of sound and vibration, 251(1), 39-57.
  • Yildiz, A., & Kopmaz, O. (2017). Experimental and computational validation of an analytical model of free vibration of a rectangular plate carrying a distributed mass. International Journal of Advances in Engineering & Technology, 10(2), 233.
  • Gurukiran, K., & Kumar Samal, P. (2021). Experimental determination of mode shapes of a plate using speaker as excitation device. In IOP Conference Series: Materials Science and Engineering (Vol. 1189, No. 1, p. 012029). IOP Publishing.
  • Olive, S. E. (2004). A multiple regression model for predicting loudspeaker preference using objective measurements: Part II-Development of the model. In Audio Engineering Society Convention 117. Audio Engineering Society.
  • McMillan, A. J., & Keane, A. J. (1996). Shifting resonances from a frequency band by applying concentrated masses to a thin rectangular plate. Journal of Sound and Vibration, 192(2), 549-652.
  • Zenker, B., Rawoof, S. S. A., Merchel, S., & Altinsoy, M. E. (2019). Low Deviation and High Sensitivity—Optimized Exciter Positioning for Flat Panel Loudspeakers by Considering Averaged Sound Pressure Equalization. In Audio Engineering Society Convention 147. Audio Engineering Society.
  • Zenker, B., Heinl, M., Merchel, S., & Altinsoy, M. E. (2020). Low-frequency performance of a woofer-driven flat-panel loudspeaker (Part 2: Numerical system optimization and large signal analysis). In Audio Engineering Society Convention 149. Audio Engineering Society.
  • Jung, J., Kook, J., Goo, S., & Wang, S. (2017). Sound transmission analysis of plate structures using the finite element method and elementary radiator approach with radiator error index. Advances in Engineering Software, 112, 1-15.
  • Du, J., & Olhoff, N. (2007). Topological design of freely vibrating continuum structures for maximum values of simple and multiple eigenfrequencies and frequency gaps. Structural and Multidisciplinary Optimization, 34(2), 91-110.
  • Ma, X., Zhang, J. W., & Yan, S. M. (2012). Experimental modal analysis and modal reproduce experiment research of a chladini plate. Applied Mechanics and Materials, 152, 1401-1405.
  • Ikpe, A. E., Ndon, A. E., & Etuk, E. M. (2019). Response variation of Chladni patterns on vibrating elastic plate under electro-mechanical oscillation. Nigerian Journal of Technology, 38(3), 540-548.
  • Tuan, P. H., Wen, C. P., Chiang, P. Y., Yu, Y. T., Liang, H. C., Huang, K. F., & Chen, Y. F. (2015). Exploring the resonant vibration of thin plates: Reconstruction of Chladni patterns and determination of resonant wave numbers. The Journal of the Acoustical Society of America, 137(4), 2113-2123.
  • Escaler, X., & De La Torre, O. (2018). Axisymmetric vibrations of a circular Chladni plate in air and fully submerged in water. Journal of Fluids and Structures, 82, 432-445.
  • Pandit, M. K., Haldar, S., & Mukhopadhyay, M. (2007). Free vibration analysis of laminated composite rectangular plate using finite element method. Journal of Reinforced Plastics and Composites, 26(1), 69-80.
  • Seçgin, A., & Sarıgül, A. S. (2008). Free vibration analysis of symmetrically laminated thin composite plates by using discrete singular convolution (DSC) approach: algorithm and verification. Journal of Sound and Vibration, 315(1-2), 197-211.
  • Hao, W. F., & Kam, T. Y. (2009). Modal characteristics of symmetrically laminated composite plates flexibly restrained at different locations. International Journal of Mechanical Sciences, 51(6), 443-452.
  • Zhang, X., & Li, W. L. (2010). A unified approach for predicting sound radiation from baffled rectangular plates with arbitrary boundary conditions. Journal of Sound and Vibration, 329(25), 5307-5320.
  • Xu, Z. S., Huang, Q. B., & Zhao, Z. G. (2011). Topology optimization of composite material plate with respect to sound radiation. Engineering Analysis with Boundary Elements, 35(1), 61-67.
  • Jiang, C. H., Kam, T. Y., & Chang, Y. H. (2017). Sound radiation of panel-form loudspeaker using flat voice coil for excitation. Applied Acoustics, 116, 375-389.
  • Wu, H., Jiang, W., & Liu, Y. (2013). Analyzing acoustic radiation modes of baffled plates with a fast multipole boundary element method. Journal of Vibration and acoustics, 135(1), 011007.
  • Currey, M. N., & Cunefare, K. A. (1995). The radiation modes of baffled finite plates. The Journal of the Acoustical Society of America, 98(3), 1570-1580.
  • Snyder, S. D., & Tanaka, N. (1995). Calculating total acoustic power output using modal radiation efficiencies. The Journal of the Acoustical Society of America, 97(3), 1702-1709.
  • Hu, H. X., Tang, B., & Zhao, Y. (2016). Active control of structures and sound radiation modes and its application in vehicles. Journal of Low Frequency Noise, Vibration and Active Control, 35(4), 291-302.
  • Yamaguchi, Z., Bolton, J. S., & Sakagami, K. (2011). Reduction of sound radiation by using force radiation modes. Applied acoustics, 72(7), 420-427.
  • Pasqual, A. M., de Franca Arruda, J. R., & Herzog, P. (2010). Application of acoustic radiation modes in the directivity control by a spherical loudspeaker array. Acta Acustica United With Acustica-Stuttgart, 96(1), 32.
  • Kam, T. Y., Su, H. M., & Huang, C. Y. (2017). Quasi-static buckling and first-ply failure loads of shear web reinforced glass-fabric composite wind blades. Composite Structures, 160, 1225-1235.
  • Jiang, C. H., & Kam, T. Y. (2013). Vibration analysis of elastically restrained laminated composite sound radiation plates via a finite element approach. Procedia Engineering, 67, 545-558.
  • Zenker, B., Merchel, S., & Altinsoy, M. E. (2020). Optimized Radiation Pattern and Time Response of Flat Panel Loudspeaker due to the Specific Damping of the Boundary Conditions. In Proceedings of the DAGA.
  • Duval, A., Crignon, G., Goret, M., & Ponsinet, D. (2023). Immersive Smart Trims Design Using Linear Inertial Transducers For A Better Audio Sound Quality And Easier Vehicle Integration. In SIA NVH & Comfort Conference, Le Mans, France.
  • Ramachandran, B., Raveendran, R., & Mondal, A. (2025). Horn Sound Digital Validation for ECE-R28 Regulation Compliance. In Noise & Vibration Conference & Exhibition. SAE Technical Paper. Schneider, A. J. (1974). Relating Acoustical Measurements to SAE Procedures (No. 740212). SAE Technical Paper.
  • Medè, C., Doria, A., Munaretto, P., & Sg Valdecasas, J. (2019). Multi-physics phenomena influencing the performance of the car horn. Journal of Low Frequency Noise, Vibration and Active Control, 38(2), 544-557.
  • United Nations Economic Commission for Europe (UNECE). (2008). Regulation No 28 - Uniform provisions concerning the approval of audible warning devices and of motor vehicles with regard to their audible signals.
There are 38 citations in total.

Details

Primary Language Turkish
Subjects Acoustics and Noise Control (Excl. Architectural Acoustics)
Journal Section Research Article
Authors

Mert Ali Özel 0000-0003-2887-3359

Eren Murtulu 0009-0008-8912-0135

Hikmet Karşıyaka 0009-0001-2641-9788

Submission Date December 24, 2025
Acceptance Date February 9, 2026
Publication Date March 31, 2026
DOI https://doi.org/10.46578/humder.1848320
IZ https://izlik.org/JA63DK63JH
Published in Issue Year 2026 Volume: 11 Issue: 1

Cite

APA Özel, M. A., Murtulu, E., & Karşıyaka, H. (2026). Farklı Malzemelerden Üretilmiş Plakların Ses İletim Performanslarının Deneysel İncelenmesi. Harran Üniversitesi Mühendislik Dergisi, 11(1), 18-29. https://doi.org/10.46578/humder.1848320