受静压力作用加筋板隔声性能研究

孙勇敢1.2,黎 胜1

振动与冲击 ›› 2016, Vol. 35 ›› Issue (6) : 169-173.

PDF(1492 KB)
PDF(1492 KB)
振动与冲击 ›› 2016, Vol. 35 ›› Issue (6) : 169-173.
论文

受静压力作用加筋板隔声性能研究

  • 孙勇敢1.2,黎  胜1
作者信息 +

analysis of sound transmission through stiffened plates under static pressure

  • SUN Yong-gan1.2,LI Sheng1
Author information +
文章历史 +

摘要

基于随机平面波声源建立混响声源激励的加筋板隔声计算模型,通过对试验模型数值计算,二者结果基本吻合;计算存在静压力时加筋板隔声特性表明,存在静压力时加筋板基频移动会致低频隔声量显著增加,压力增加到一定程度时隔声量基本不再增加;此刻为存在预应力的实际结构物隔声量计算提供参考。

Abstract

Based on the concept of plane wave propagation, a diffuse acoustic field is developed for use along with a numerical model model,the model of sound transmission through stiffened plates excited by an acoustic diffuse field under static pressure is developed,And its effectiveness is strongly supported by close agreements between simulation results and experiment results of model in the literature . sound transmission through stiffened plates is also investigated, which consider the effect of static pressure. The results suggest that static pressure might results in a significant improvement in the transmission loss at low frequencies depending on the shift of resonant frequencies resulting from the pressure. When the pressure increases to a certain extent,the sound transmission loss is no longer increase.The analysis results might provide effective support for sound transmission through the actual structure with initial stresses. 
 

关键词

加筋板 / 隔声量 / 混响声源 / 静压力

Key words

stiffened plates / sound transmission loss / acoustic diffuse field / static pressure

引用本文

导出引用
孙勇敢1.2,黎 胜1. 受静压力作用加筋板隔声性能研究[J]. 振动与冲击, 2016, 35(6): 169-173
SUN Yong-gan1.2,LI Sheng1 . analysis of sound transmission through stiffened plates under static pressure[J]. Journal of Vibration and Shock, 2016, 35(6): 169-173

参考文献

[1] Parker R G, Mote Jr C D. Tuning of the natural frequency spectrum o f air circular plate by in- plane stress[J].Journal of Sound and Vi bration,1991,145 (1) : 95-110.
[2] Zhou Q, Joseph P F. A numerical method for the calculation of dynamic response and acoustic radiation from an underwater structure[J].Journal of Sound and Vibration, 2005, 283(3/4/5): 853-873.
[3]  Ye W N,Li T Y,Zhu X .The vibro-acoustic characteristics of the cylindrical shell partially submerged in the fluid[J].Applid Mechanics and Materials,2012,170/171/172/173(5): 2303- 2311.
[4]  Iakovlev S, Dooley G, Williston K, et al. Evolution of  thereflection and focusing patterns and stress states in two-fluid cylindrical shell systems subjected to an externl shockwave[J] .Journal of Sound and Vibration,2011,330(25):6254-6276.
[5] Zhou Xin-ping.Vibration and stability of ring-stiffened thin   walled cylindrical shells conveying fluid[J].Acta Mechanica   Solida Sinica,2012,25(2):168-176.
[6]  陈炉云,李磊鑫,张裕芳.局部预应力的圆柱壳结构声辐射特性分析[J].上海交通大学学报,2014,48(8):1084-1089.
    CHEN Lu-yun, LI Lei-xin ,ZHANG Yu-fang. Characteristics analysis of structural acoustic of cylindrical shell with prestress in local areas[J]. Journal of Shanghai Jiaotong University,2014,48(8):1084-1089.
[7]  Liu B, Feng L, Nilsson A C. Sound transmission through curved aircraft panels with stringer and ring frame attachments [J].Journal of Sound and Vibration, 2007, 300(3/4/5):949-973.
[8] 黎胜,赵德有.平面声波由空气经加肋板向水中传输的数值计算研究[J].声学学报,2002, 27 (2): 112-116.
    LI Sheng, ZHAO De-you. Numerical analysis of sound transmission of  an incident plane wave from air to water through stiffened plates [J].Acta Acustica,2002,27(2): 112- 116.
[9] Campolina B,Atalla N,Dauchez N,et al.Four-pole modellingof vibration isolators: application to SEA of aircraft double-wall panels subjected to mechanical excitation[J]. Noise Control Engineering Journal, 2012, 60(2):158-170.
[10] Liu B, Feng L, Nilsson A C. Influence of overpressure on sound transmission through curved panels[J].Journal of Sound and Vibration, 2007,302(4/5):760-776.
[11] 母德强,陈塑寰,冀清发.初应力对薄板动态特性影响的理论计算分析与研究[J].吉林工学院学报,1996,17 (3):1-5.
    MU De-qiang,CHEN Suo-huan,JI Qing-fa.The influence of initial stress on the vibrational behavior of thin plates-a theoretical analysis and study[J].Journal of Jilin Institute of technology,1996,17(3):1-5.
[12] Rafaely B. Spatial-temporal correlation of a diffuse sound field[J]. Journal of Acoustical Society of America,  2000, 107(6): 3254-3258.
[13] Josshi P, Mulani S B, Kapania R K. Multi-objective vibroacoustic optimization of stiffened panels excited by acoustic diffuse field[C].52nd AIAA/ASME/ASCE/AHS/ASCStructural, Structural Dynamics and Materials Conference,Denver, Colorado,2011.
[14] Schaffer H, Pucher E. Methods to simulate airborne soundtransmission at railway door panels with deterministic wave[J].Journal of Materials Science  and Engineering,
2013,A3(11):775-791.
[15] Fahy F. Sound and structural vibration[M].New York: Academic Press, 1985.
[16] Ou D Y, Mak C M, D S M. Prediction of the sound transmission loss of a stiffened window[J].Journal of Building Services Engineering Research & Technology, 2012,34(4): 359-368.
[17] Roskam J, Dam C V, Grosveld F. Some noise transmission loss characteristics of typical general aviation structural materials [C]. AAIA Aircraft Systems and Technology Conference,Los Angeles ,1978.
[18] Takashi Y, Kanada K, Yonekawa Y, et al.A study on the     relationship between subjective unpleasantness and body      surface vibrations induced by high-level low frequency       pure tones[J]. Industrial Health, 2005,43(3):580-587.

PDF(1492 KB)

Accesses

Citation

Detail

段落导航
相关文章

/