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中文核心期刊

全局矩阵耦合简正波方法与现有模型的比较

Comparison between a direct-global-matrix coupled-mode method and existing models

  • 摘要: 水平变化波导中的全局矩阵耦合简正波方法具有数值稳定、计算精度高、计算效率高、适用范围广等优点。骆文于等人开发了全局矩阵耦合简正波模型DGMCM (Luo et al, "A numerically stable coupled-mode formulation for acoustic propagation in range-dependent waveguides," Sci.China-Phys.Mech.Astron.55,572(2012))。与现有耦合简正波模型COUPLE相比,DGMCM模型主要有如下改进:无条件稳定;适用范围更广;计算效率更高。DGMCM模型具有与COUPLE模型同等的计算精度,均能提供声场的完全双向解,两者在计算精度方面均优于基于抛物方程理论的单向声传播模型RAM。本文从理论上分析DGMCM模型与现有模型COUPLE和RAM的差异,并利用数值算例加以验证。

     

    Abstract: The coupled-mode method based on the direct global matrix approach for acoustic propagation in rangedependent waveguides is numerically stable, accurate, efficient, and applicable to general range-dependent waveguide propagation problems. Luo el al. developed the direct-global-matrix coupled-mode model referred to as DGMCM (Luo et al., numerically stable coupled-mode formulation for acoustic propagation in range-dependent waveguides, Sci. China-Phys. Mech. Astron. 55, 572(2012)). Compared to the coupled-mode model COUPLE, DGMCM has the following significant improvements:unconditional stability; more extensive applicability; improved efficiency. The model DGMCM has the same level of accuracy as the model COUPLE, and both of them can provide complete two-way solutions, resulting in higher accuracy over the one-way parabolic-equation model RAM. Differences between the models DGMCM, COUPLE, and RAM are analyzed, which are also verified by numerical examples.

     

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