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Cross-Frontal Water Exchange on Georges Bank: Some Results from an U.S. GLOBEC/Georges Bank Program Model Study

机译:乔治银行的跨界水交换:美国GLOBEC /乔治银行计划模型研究的一些结果

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This paper reviews recent progress on modeling cross-frontal water exchange on Georges Bank undertaken as part of the U.S. Global Ecosystem Northwest Atlantic/Georges Bank Study (U.S. GLOBEC/Georges Bank Program). A simple conceptual model is described first, followed by a discussion of four physical mechanisms associated with (1) strong nonlinear interaction, (2) asymmetric tidal mixing, (3) varying wind forcing, and (4) chaotic mixing. Some critical issues in modeling studies of fronts are also addressed. A new unstructured grid, finite-volume coastal ocean ecosystem model is introduced. This model combines the best of the finite-difference method for the simplest discrete computational efficiency and the finite-element method for geometric flexibility. Because the finite-volume method discretizes the integral form of the governing equations, this approach provides a better representation for the conservation laws of mass and momentum are satisfied, which is particularly important in the frontal regions.
机译:本文回顾了作为美国全球生态系统西北大西洋/乔治银行研究(美国GLOBEC /乔治银行计划)一部分而在乔治银行跨界水交换建模方面的最新进展。首先描述一个简单的概念模型,然后讨论与(1)强非线性相互作用,(2)非对称潮汐混合,(3)变风强迫和(4)混沌混合相关的四个物理机制。还讨论了前沿建模研究中的一些关键问题。介绍了一种新的非结构化网格,有限体积沿海海洋生态系统模型。该模型将有限差分法的优点(用于最简单的离散计算效率)与有限元方法(用于几何灵活性)相结合。由于有限体积法离散了控制方程的积分形式,因此该方法可以更好地表示满足质量守恒律和动量守恒律,这在额叶区域尤为重要。

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