文章摘要
李家柱,叶望青,钟秤平,陈 剑,刘策.矩形法兰孔孔口模态辐射阻抗的计算与分析*[J].,2019,38(2):245-252
矩形法兰孔孔口模态辐射阻抗的计算与分析*
Modal radiation impedance calculation and analysis of flanged rectangular aperture orifice
投稿时间:2018-07-24  修订日期:2019-02-28
中文摘要:
      针对半空间矩形法兰孔孔口模态辐射阻抗计算困难的问题,提出一种模态辐射阻抗的计算方法。该方法通过坐标变换将四重积分转换为二重积分并消除奇异积分,且将这一系列过程通过MATLAB内置函数直接实现,显著降低了模态辐射阻抗计算的复杂程度。通过对比与分析,验证了该方法的正确性,得到了自模态辐射阻抗随模态阶次增加峰值逐渐往高频移动且呈减小趋势、互模态辐射阻抗相比于自模态辐射阻抗小到可以忽略不计的性质。
英文摘要:
      Aiming at the difficulty in calculating modal radiation impedance of flanged rectangular aperture orifice, a method for modal radiation impedance calculation was presented. In this method, the quadruple integral was transformed to double integrals and the singular integrals were eliminated via coordinate transformations. All the procedures were implemented in MATLAB by its built-in functions directly and the complexity of modal radiation impedance calculation was decreased dramatically. The method was validated and properties of modal radiation impedance were obtained via calculation and analysis. The analysis shows that: the amplitude frequency of modal radiation impedance is increased and the amplitude is decreased with the increasing of modal order, the amplitude of cross-modal radiation impedance is negligibly small compared to self-modal radiation impedance.
DOI:10.11684/j.issn.1000-310X.2019.02.014
中文关键词: 矩形法兰孔,模态辐射阻抗,四重积分,坐标变换
英文关键词: Flanged rectangular aperture, Modal radiation impedance, Quadruple integral, Coordinate transformation
基金项目:国家自然科学基金项目 (11604070), 安徽省科技重大专项 (17030901049), 江西省汽车噪声与振动重点实验室开放课题项目 (JXNVHKB-KFKT-201803)
作者单位E-mail
李家柱 合肥工业大学 jiazhu.li@hfut.edu.cn 
叶望青 合肥工业大学 1428507725@qq.com 
钟秤平 江西省汽车噪声与振动重点实验室  
陈 剑 合肥工业大学机械工程学院噪声振动工程研究所 18300607887@163.com 
刘策 合肥工业大学 530074203@qq.com 
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