复合材料船舶减振降噪性能优越,对实现降低船舶振动响应、提升船舶安静性的目标具有积极意义。本文基于FEA和SEA理论,在有限元软件Abaqus和统计能量分析软件VA-One中分别对复合材料船舶低中频段、高频段振动响应噪声进行数值模拟。通过改变复合材料厚度和铺层工艺,提出2种优化方案。船舶振动噪声数值预报结果表明,振动源周边位置即主机基座的结构设计对于船舶减振降噪性能影响较大,改进后的优化方案2相对于初步设计方案的平均振动总级降低2.8 dB,相对于钢制船舶降低5.1 dB,说明复合材料船建造可通过改变工艺提高减振降噪性能。
The composite ship has superior vibration and noise reduction performance, and has positive significance for reducing the ship's vibration response and improving the quietness of the ship. Based on FEA and SEA theory, this paper numerically simulates the low-frequency and high-frequency vibration response noise of composite ships in finite element software Abaqus and statistical energy analysis software VA-One respectively. Two optimization schemes have been proposed by changing by changing the thickness of the composite material and the lamination process. The numerical prediction results of ship vibration and noise show that the structural design of the surrounding position of the vibration source, that is, the main pedestal, has a great influence on the ship's vibration and noise reduction performance. The average vibration level of the optimization scheme 2 is reduced by 2.8 dB in contrast with the preliminary design. Compared with the steel ship, it is reduced by 5.1 dB. The results of this study show that the construction of the material ship can improve the vibration and noise reduction performance by changing the process.
2020,42(5): 28-33 收稿日期:2019-05-19
DOI:10.3404/j.issn.1672-7649.2020.05.006
分类号:U661
基金项目:山东省重点研发计划(军民科技融合)资助项目(2016JMRH0539)
作者简介:王仁智(1996-),男,硕士研究生,主要研究方向为船舶振动与噪声分析
参考文献:
[1] BATHE, KLAUS‐JüRGEN. Finite Element Method[M]. Wiley Encyclopedia of Computer Science and Engineering. John Wiley & Sons, Inc. 2000.
[2] LAFONT T, TOTARO N, BOT A L. Statistical energy analysis: from the understanding of its assumptions to the practical use[C]//Inter-noise & Noise-con Congress & Conference. 2017.
[3] LYON R H. Statistical energy analysis of dynamical systems: theory and applications[J]. Annals of Probability An Official Journal of the Institute of Mathematical Statistics, 1977, 28(9): 430
[4] YADAV D P S, SHARMA A K, SHIVHARE V. Free vibration analysis of isotropic plate with stiffeners using finite element method[J]. Engineering Solid Mechanics, 2015, 3(3): 167–176
[5] 仇远旺, 王国治, 胡玉超. 基于振动传递分析的舰船辐射噪声特性研究[J]. 江苏科技大学学报(自然科学版), 2011, 25(2): 13–16
[6] 吴卫国, 魏杰证, 林永水, 等. 基于统计能量分析的船舶舱室阻尼降噪布置优化[J]. 中国舰船研究, 2017(4)
[7] 李广, 严斌, 刘朋, 等. 小水线面双体船振动传递特性研究[C]//中国造船工程学会船舶力学学术委员会水下噪声学组成立三十周年第十五届船舶水下噪声学术讨论会.
[8] 李亚, 赵文峰. 多种方法计算水中薄板的固有振动频率[J]. 舰船科学技术, 2017(5)
[9] 王春雪. 基于有限元法的大型集装箱船振动分析[J]. 船舶工程, 2015(S2)
[10] 张阳阳, 楼京俊, 朱石坚. 弹性板-圆柱壳水下声辐射特性及影响因素[J]. 舰船科学技术, 2016(11)
[11] 郑荻. 船舶低频振动噪声的自主控制方法[J]. 舰船科学技术, 2018, 40(18): 32–34