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The development of a new ocean circulation model in the sigma coordinate system and its application to the western North Atlantic Ocean.

机译:sigma坐标系中新的海洋环流模型的开发及其在北大西洋西部的应用。

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摘要

A primitive equation model in the σ-coordinates system was formulated to remove the limitations of σ-coordinate model calculations over steep bottom topography. The model primitive equations are solved numerically using finite difference methods. Several experiments in a numerical basin having steep seamount topography are conducted to examine the differences between a conventional σ-coordinate model and the new model termed the Florida Tech Ocean Model (FOM). The new model is applied with full bottom topography to the limited regional area of the North Atlantic Ocean including the Florida Current, the Gulf Stream, and the Gulf Stream extension area.; Over steep bottom topography the FOM is found to be more numerically stable compared with conventional model formulations. During the model simulations prognostic variables such as temperature and velocity attained a quasi-steady state. In contrast, simulations with a conventional model formulation produced transient results and in some test cases, calculations over steep topography did not converge to numerical stability. These differences are attributed to the formulation of the governing equations rather than to numerical solution schemes.; The newly implemented model realistically simulates complicated ocean features in the limited regional area of the western North Atlantic Ocean. The major surface features such as the western boundary of the Florida Current and the Slope Water, the Gulf Stream, and the recirculatory current system are simulated without numerical instability over long-term integrations. The Deep Western Boundary Current (DWBC) along the continental rise is also simulated with little seasonal change. Predicted seasonal variability of surface temperature and volume transports of Gulf Stream System were comparable to published estimates based on observational data.
机译:建立了σ坐标系中的原始方程模型,以消除在陡峭的底部地形上σ坐标模型计算的限制。使用有限差分法对模型原始方程进行数值求解。在具有陡峭海山地貌的数值盆地中进行了几次实验,以检验常规σ坐标模型与称为佛罗里达技术海洋模型(FOM)的新模型之间的差异。新模型以完整的底部地形应用于北大西洋的有限区域区域,包括佛罗里达洋流,墨西哥湾流和墨西哥湾流扩展区。与常规模型公式相比,在陡峭的底部地形上,FOM在数值上更稳定。在模型仿真过程中,温度和速度等预测变量达到了准稳态。相反,使用常规模型公式进行的模拟会产生瞬态结果,在某些测试案例中,陡峭地形上的计算不会收敛于数值稳定性。这些差异归因于控制方程的表述,而不是数值解方案。新实施的模型现实地模拟了北大西洋西部有限区域内的复杂海洋特征。主要表面特征,例如佛罗里达洋流和斜坡水的西边界,墨西哥湾流和再循环洋流系统,在长期积分过程中没有数值不稳定的情况下进行了模拟。沿大陆上升的深西部边界流(DWBC)也被模拟,几乎没有季节变化。根据观测数据,墨西哥湾流系统地表温度和体积运输的季节性季节性变化与已发布的估计值可比。

著录项

  • 作者

    Yuk, Sang Sup.;

  • 作者单位

    Florida Institute of Technology.;

  • 授予单位 Florida Institute of Technology.;
  • 学科 Physical Oceanography.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 101 p.
  • 总页数 101
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 海洋物理学;
  • 关键词

  • 入库时间 2022-08-17 11:46:54

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