典型文献
Wave mode computing method using the step-split Padé parabolic equation
文献摘要：
Models based on a parabolic equation(PE)can accurately predict sound propagation problems in range-dependent ocean waveguides.Consequently,this method has developed rapidly in recent years.Compared with normal mode theory,PE focuses on numerical calculation,which is difficult to use in the mode domain analysis of sound propagation,such as the calculation of mode phase velocity and group velocity.To broaden the capability of PE models in analyzing the underwater sound field,a wave mode calculation method based on PE is proposed in this study.Step-split Padé PE recursive matrix equations are combined to obtain a propagation matrix.Then,the eigenvalue decomposition technique is applied to the matrix to extract sound mode eigenvalues and eigenfunctions.Numerical experiments on some typical waveguides are performed to test the accuracy and flexibility of the new method.Discussions on different orders of Padé approximant demonstrate angle limitations in PE and the missing root problem is also discussed to prove the advantage of the new method.The PE mode method can be expanded in the future to solve smooth wave modes in ocean waveguides,including fluctuating boundaries and sound speed profiles.
文献关键词：
中图分类号：
作者姓名：
Chuan-Xiu Xu;Guang-Ying Zheng
作者机构：
Hangzhou Applied Acoustics Research Institute,Hangzhou 310023,China;Science and Technology on Sonar Laboratory,Hangzhou 310023,China
文献出处：
引用格式：
[1]Chuan-Xiu Xu;Guang-Ying Zheng-.Wave mode computing method using the step-split Padé parabolic equation)[J].中国物理B（英文版）,2022(09):398-405
A类：
approximant
B类：
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AB值：
0.555956
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