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浅海中Scholte波的Airy相研究

罗夏云, 陈新宁, 刘宝   

  1. (1. 91388部队, 湛江 广东 524002; 2. 海军工程大学, 武汉 湖北 430033)
  • 收稿日期:2024-07-22 修回日期:2025-05-08
  • 通讯作者: *邮箱:luoxy_1991@163.com
  • 基金资助:
    国家自然科学基金项目(12104510)

Study on Airy Phase of Scholte Wave in Shallow Water

LUO Xiayun1*, CHEN Xinning1, LIU Bao2   

  1. (1. Unit 91388 of the PLA, Zhanjiang 524002, Guangdong, China; 2. Naval University of Engineering, Wuhan 430033, Hubei, China)
  • Received:2024-07-22 Revised:2025-05-08

摘要: 为研究Scholte波Airy相的形成机理,理清其特征及变化规律,基于浅海半无限弹性海底声场模型,推导求解了脉冲声源激发Scholte波的波场表达式。利用高阶交错网格有限差分算法对脉冲声源激发Scholte波进行数值仿真,得到Airy波幅值与传播距离之间的关系。理论研究结果表明:Scholte波因频散会使其群速度出现一个极小值,导致脉冲信号在传播过程中出现Airy波,其振幅与 呈正比。开展湖上气枪声源激发Scholte波试验,利用滑动窗分析法对试验数据展开分析。试验结果表明:12 Hz以下频段明显存在频散现象,频率高于12 Hz后,随着频率增加群速度基本保持不变,同时群速度随频率增加呈现先减小后增大的变化规律,再现并印证了理论研究中Scholte波群速度的频散关系。

关键词: Scholte波, Airy相, 频散特性, 滑动窗, 群速度

Abstract: In order to study the formation mechanism of the Scholte wave Airy phase, clarify its characteristics and variation laws, the wave field expression of Scholte wave excited by pulse sound source were derived based on the shallow water semi-infinite elastic seabed sound field model. The high-order staggered grid finite difference algorithm was used to simulate the Scholte wave excited by the pulse sound source, and the relationship between the amplitude of Airy wave and the propagation distance was obtained. The results show that the dispersion of Scholte wave can cause a minimum group velocity, leading to the appearance of Airy wave during the propagation of the pulse signal, with an amplitude proportional to .Conducting a Scholte wave experiment excited by an air gun sound source on the lake, the moving window analysis method was used to analyze the experiment data, the results show that there was obvious dispersion phenomenon in the frequency band below 12 Hz. When the frequency was higher than 12 Hz, the group velocity remained basically unchanged as the frequency increased. At the same time, the group velocity showed a decreasing and then increasing trend with increasing frequency, reproducing and confirming the dispersion relationship of Scholte wave group velocity in theoretical research.

Key words: Scholte wave, Airy phase, dispersion characteristics, moving window, group velocity

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