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墙截面优化声学小房间低频响应的鲁棒性分析

Robustness analysis for low frequency response in a room with optimized walls
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摘要 改进了通过优化墙截面形状改善声学小房间低频响应的优化方法,实现了墙面阶梯形状宽度和深度同时优化。在60- 120 Hz频段对优化后房间频响随声源位置的鲁棒性进行了分析,并与未优化的房间比较。结果表明:对一个5×4.65×2.68 m3的小房间优化后,210个不同位置点声源所激励房间声场的频响标准偏差(SRD)平均值从未优化房间的9.66 dB下降为6.17 dB,频响最大偏离值(MD)平均值从未优化房间的41.27 dB下降为17.42 dB;SRD和MD值的标准差分别比未优化房间下降了44.8%和63.9%。证明了墙截面优化不仅能够使房间频响变好,而且小房间内频响对于声源位置的敏感程度也随着墙截面形状的优化而降低。通过运用优化的墙截面改善房间低频响应鲁棒性是有意义的。 The method of using optimized wall section had been improved . Widths and depths of wells in wall were optimized synchronously to improve low frequency response in a room. By calculating frequency response from 60 Hz to 120 Hz, when source located at different locations in a room, robustness of an optimized room had been analyzed and compared with the results in an original room. The results showed that after optimization design, average of the squared root deviation of sound frequency response (SRD) reduced from 9.66 dB in a 5 × 4.65 × 2.68 m^3 room to 6.17 dB; average of the maximum deviation of sound frequency response (MD) reduced from 41.27 dB to 17.42 dB; standard deviation of SRD reduced 44.8% and standard deviation of MD reduced 63.9%. These results demonstrated that optimized wall not only had effect on improving frequency response, but also had effect on reducing frequency response sensitivity to sound source location. Therefore, it was useful to use optimized wall section to improve robustness of low frequency response.
出处 《声学学报》 EI CSCD 北大核心 2007年第1期69-76,共8页 Acta Acustica
基金 国家自然科学基金资助项目(10474046)
关键词 鲁棒性分析 截面优化 低频响应 小房间 墙面 声学 截面形状 标准偏差 Frequency response Location Optimization Robustness (control systems)
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参考文献9

  • 1马大猷.室内稳态声场[J].声学学报,1994,19(1):13-21. 被引量:18
  • 2Bolt R H. Note on normal frequency statistics for rectangular Rooms. J. Acoust. Soc. Amer., 1946; 18(1): 130-133
  • 3Schroeder M.R. Binaural dissimilarity and optimum ceilings for concert halls: More lateral sound diffusion. J.Acoust. Soc. Amer., 1979; 65(4): 958-963
  • 4de Jong B A, van den Berg P M. Theoretical design of optimum planar sound diffusers. J. Acoust. Soc. Amer.,1980; 68(4): 1154-1159
  • 5Cox Trevor J. The optimization of profiled diffusers. J,Acoust. Soc. Amer., 1995; 97(5): 2928-2936
  • 6Papadopoulos Christos L Redistribution of the low frequency acoustic modes of a room: a finite element-based optimisation method. Appl. Acoust., 2001; 62:1267-1285
  • 7Papadopoulos Christos I. Development of an optimised,standard-compliant procedure to calculate sound transmission loss: design of transmission rooms. Appl. Acoust,2002; 63:1003-1029
  • 8朱晓天,朱哲民,程建春.利用对墙截面形状的优化来改善声学小房间的低频响应[J].声学学报,2005,30(6):552-557. 被引量:2
  • 9ZHU Xiaotian, ZHU Zhemin, CHENG Jianchun. Using optimized surface modifications to improve low frequency response in a room. Appl. Acoust., 2004; 65:841-859

二级参考文献15

  • 1马大猷.室内稳态声场[J].声学学报,1994,19(1):13-21. 被引量:18
  • 2马大猷,声学学报,1989年,14卷,383页
  • 3莫尔斯,理论声学,1986年
  • 4莫尔斯,振动和声,1968年
  • 5白瑞奈克,声学,1959年
  • 6Louden M M. Dimension ratios of rectangular rooms with good distribution of eigentones. Acustica, 1971; 24: 101-104.
  • 7Walker R. Optimum dimension ratios for small rooms.Preprint 4191. 100th Convention of the AES. (5/1996).
  • 8Cox T L, D'Antonio P. Room optimizer: a computer program to optimize the placement of listener, loudspeakers,acoustical surface treatment, and room dimensions in critical listening rooms. Proc 103 rd AES Convention, Preprint 4555 (H-6), New York, 1997.
  • 9Papadopoulos C I. Redistribution of the low frequency acoustic modes of a room: a finite element-based optimization method. Applied Acoustics, 2001; 62:1267-1285.
  • 10Angus J A, Marvin A C, Clegg J. The effect of acoustic diffusers on room modes. Proc. Inst. Acoust 1993; 15(1):237-246.

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