近惯性波在中尺度涡旋中的水平传播

Horizontal propagation of near-inertial waves in mesoscale eddies

  • 摘要: 近惯性波在海洋中的传播及其与中尺度涡旋的相互作用是物理海洋学中的重要课题。本文综述了近惯性波传播的研究进展,重点关注了其在反气旋区聚集的相关研究。首先,回顾了早期的观测和理论研究,包括“捕获”和“强色散”两个动力学区域的划分。随后,重点介绍了YBJ这一开创性理论模型,详细讨论了基于YBJ模型的研究成果,特别是近惯性波在反气旋区聚集的尺度依赖性。该模型无需WKB(Wentzel-Kramers-Brillouin )近似所要求的空间尺度分离假设,并通过在其中引入量子力学中的守恒定律和不确定关系,为研究近惯性波传播提供了新的工具。最后,展望了未来的研究方向,强调了非线性效应、流场数据分析等研究对深入理解近惯性波传播的重要性。

     

    Abstract: Near-inertial wave propagation in the ocean and its interaction with mesoscale eddies are significant topics in physical oceanography. This paper reviews research progress on near-inertial wave propagation, particularly its concentration in anticyclones. First, we revisit early observational and theoretical studies, highlighting the two dynamic regimes: "trapping" and "strong dispersion." We then illustrate the pioneering theoretical model by Young and Ben Jelloul (YBJ), which does not require the spatial scale separation assumption of the WKB (Wentzel-Kramers-Brillouin) approximation. Based on this model, we discuss in detail the research findings using the YBJ model, particularly the scale dependence of near-inertial wave concentration in anticyclones. YBJ model heavily relied on the WKB approximation, and, by integrating conservation laws and uncertainty relations from quantum mechanics into its framwork, provides a new framework for understanding the interaction between near-inertial waves and mesoscale features. Finally, we propose some future research directions, emphasizing the importance of studying nonlinear effects and flow field data analysis for a deeper understanding of near-inertial wave propagation.

     

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