大连海事大学学报 >
2017 , Vol. 43 >Issue 1: 67 - 71
DOI: https://doi.org/10.16411/j.cnki.issn1006-7736.2017.01.011
舱室噪声传递路径分析的SEA赋权图法
收稿日期: 2016-05-25
修回日期: 2016-06-24
网络出版日期: 2016-06-27
SEA weighted digraph method for energy transfer path analysis of cabin noise
Received date: 2016-05-25
Revised date: 2016-06-24
Online published: 2016-06-27
针对传统传递路径分析求解中高频问题的不足,采用SEA赋权图法分析舱室噪声的传递路径.以统计能量分析(SEA)为基础,将SEA系统与图论中路径网络进行类比得到SEA赋权图,从功率流平衡方程中提取SEA参数表示赋权图连接边的权重系数.将噪声传递路径问题转化为求解赋权图的最大权重路径问题,传递权重最大的K条路径(KDP)即为能量的主要传递路径.选取某舱室模型为分析对象,从SEA赋权图中得到2000条KDP,并通过识别路径的结点得到能量传递路径中的关键结点.各种噪声控制方案的对比结果验证了SEA赋权图法在减振降噪分析中的有效性,为降噪措施具体实施方案提供了明确的参考.
关键词: 舱室噪声; 统计能量分析; 传递路径分析; 图论; K主要路径(KDP)
张文春,腾莉,段树林 . 舱室噪声传递路径分析的SEA赋权图法[J]. 大连海事大学学报, 2017 , 43(1) : 67 -71 . DOI: 10.16411/j.cnki.issn1006-7736.2017.01.011
Aiming at the insufficiency of conventional transfer path analysis in solving the vibro-acoustic problems in mid-high frequency domain, the transfer path of cabin noise was analyzed by using statistical energy analysis (SEA) weighted digraph method. Based on SEA, a SEA weighted digraph was obtained by comparing the SEA system with the path nets in graph theory, the SEA parameters were derived from the SEA power flow balance equation to represent the weight parameters of SEA weighted digraph connect side. The problem of noise transfer path was simplified to solve the maximum weighted paths problem in SEA weighted digraph, and the K dominant paths (KDP) with maximum weight were the main energy transfer path. Taking a cabin model as studying object, 2000 KDP were extracted from the SEA weighted digraph, and key nodes were obtained in energy transfer path by identifying the path nodes. The comparison of several noise reduction schemes verifies the validity of SEA weighted digraph method in noise control, which provides a reference for executing solution of noise reduction measure.
[1]van der SEIJS M V,de KLERK D,RIXEN D J. General framework for transfer path analysis: history, theory and classification of techniques[J].Mechanical Systems and Signal Processing,2016,68-69:217-244.
[2]于大鹏,赵德有,汪玉.船舶声学建模和阻尼结构对舱室噪声影响研究[J].船舶力学,2010,14(5):539-548.
YU Da-peng, ZHAO De-you, WANG Yu. Influence of damped material and the ship model of acoustic on the ship cabin noise[J].Journal of Ship Mechanics,2010,14(5): 539-548.(in Chinese)
[3]李峰,徐芹亮,滕瑶,等.统计能量法在船舶噪声与振动控制中的应用[J].噪声与振动控制,2011,31(6):152-155.
LI Feng, XU Qin-liang, TENG Yao, et al. Application of statistical energy analysis method in ship noise and vibration control[J].Noise and Vibration Control , 2011, 31(6): 152-155. (in Chinese)
[4]GUASCH O.A direct transmissibility formulation for experimental statistical energy analysis with no input power measurements[J].Journal of Sound and Vibration, 2011, 330(25): 6223-6236.
[5]GUASCH O,CORTS L. Graph theory applied to noise and vibration control in statistical energy analysis models[J].The Journal of the Acoustical Society of America, 2009, 125(6): 3657-3672.
[6]GUASCH O,ARAGONS . Finding the dominant energy transmission paths in statistical energy analysis[J].Journal of Sound and Vibration,2011,330(10):2325-2338.
[7]孙进才.复杂结构的损耗因子和耦合损耗因子的测量方法[J].声学学报,1995,20(2):127-134.
SUN Jin-cai. Measuring method of dissipation and coupling loss factors[J].ACTA ACUSTICA,1995,20(2): 127-134.(in Chinese)
[8]高处,杨德庆.船舶舱室噪声传递路径分析的声振熵赋权图法[J].上海交通大学学报,2014,48(4):469-474.
GAO Chu, YANG De-qing. Vibroacoustical entropy weighted graph method for sound transmission path analysis of ship cabin noise[J].Journal of Shanghai Jiaotong University, 2014, 48(4): 469-474. (in Chinese)
[9]EPPSTEIN D. Finding the k shortest paths[J].Society for Industrial and Applied Mathematics,1998,28(2):652-673.
[10]金建海,冷文浩,吴文伟,等.船舶舱室噪声SEA计算的快速建模及其可视化[J].船舶力学,2010,14(7):805-811.
JIN Jian-hai,LENG Wen-hao,WU Wen-wei,et al.Quick modeling and visualization for SEA method to predict shipboard noise[J].Journal of Ship Mechanics, 2010, 14(7): 805-811.(in Chinese)
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