Modelling Jets and Vortices in the Ocean

模拟海洋中的喷流和涡流

• 批准号: RGPIN-2015-04167
• 负责人: Poulin, Francis
• 金额: $ 1.6万
• 依托单位: University of Waterloo
• 依托单位国家: 加拿大
• 项目类别: Discovery Grants Program - Individual
• 财政年份: 2019
• 资助国家: 加拿大
• 起止时间: 2019-01-01 至 2020-12-31
• 项目状态: 已结题
• 来源: https://www.nserc-crsng.gc.ca/ase-oro/Details-Detailles_eng.asp?id=678795
• 关键词: Modelling; Jets; Vortices; Ocean

The objective of this research program is to develop and improve idealized models of oceanic systems and determine how biogeochemical properties are transported in a number of observationally-constrained systems of jets and vortices.  Excluding tides, jets and vortices are the most energetic features in the ocean and therefore play a crucial role in the distribution of physical and biological oceanic properties. Using recently-developed high performance computing software, the model equations will be solved numerically to resolve a wide range of length and time scales.  This will help us to understand the physical mechanisms that govern the energy transfers at or near the mesoscale. More specifically, this research program will answer a set of fundamental questions including: 1) Which properties are crucial in determining the stability of jets and vortices?  2) When instabilities develop, how do they evolve in the nonlinear regime and then saturate to achieve nonlinear equilibration?  3) As a result of the instability processes, how is energy cascaded between the various length and time scales?  4) What effect do these nonlinear processes have on the transport of physical and biogeochemical properties and therefore on the lifecycle of ecosystems? ******A variety of oceanic models are used to study large-scale oceanic flows.  The most general model that can be used to study virtually all large-scale oceanic phenomenon is the nonhydrostatic primitive equation (NH) model.  Two simplified limits of this model are the multi-layer Shallow Water (SW) and Quasi-Geostrophic (QG) models. My research group will use the QG, SW and NH models to idealize currents and determine their stability characteristics and induced transport. We will accomplish this in collaboration with several international observational oceanographers.  Four current systems of interest are the Bransifield Current, the Gulf of Oman Current, the Antarctic Slope Front  and the Beaufort Gyre. Our study of three-dimensional vortices will begin with idealized vortex structures but also observations of meddies using very fine scale data from seismic reflection techniques. A complimentary aspect of this research program is to investigate some of these physical systems coupled to either simple Nutrient-Phytoplankton-Zooplankton models or ones that contain size-structure.  This will enable us to determine how biological organisms are transported and emitted from currents and vortices and subsequently transported over great distances.**

该研究计划的目标是发展和改进海洋系统的理想化模型，并确定海洋地球化学性质如何在一些观测约束的射流和涡旋系统中传输。除了潮汐，射流和涡旋是海洋中最具活力的特征，因此在物理和生物海洋性质的分布中起着至关重要的作用。利用最新发展的高性能计算软件，模式方程将以数值方式求解，以解决各种长度和时间尺度的问题，这将有助于我们了解控制中尺度或接近中尺度能量传输的物理机制。更具体地说，这项研究计划将回答一组基本问题，包括：1）哪些属性是决定射流和涡流的稳定性至关重要？ 2)当不稳定性发展时，它们如何在非线性区域中发展，然后饱和以实现非线性平衡？ 3)作为不稳定过程的结果，能量如何在不同的长度和时间尺度之间级联？ 4)这些非线性过程对物理和地球化学性质的迁移以及生态系统的生命周期有什么影响？** 各种海洋模式被用来研究大尺度海洋流动。可用于研究几乎所有大尺度海洋现象的最通用模式是非静力原始方程（NH）模式。该模式的两个简化限制是多层浅水（SW）和准地转（QG）模式。我的研究小组将使用QG，SW和NH模型来理想化电流，并确定其稳定性特征和诱导运输。我们将与几个国际海洋观测学家合作完成这项工作，四个感兴趣的海流系统是布兰斯菲尔德海流、阿曼湾海流、南极斜坡锋和博福特环流。我们对三维涡旋的研究将从理想化的涡旋结构开始开始，但也将利用地震反射技术的非常精细的尺度数据对涡旋进行观测。本研究计划的一个补充方面是研究与简单的营养盐-浮游植物-浮游动物模型或包含大小结构的模型相耦合的一些物理系统，这将使我们能够确定生物有机体是如何从水流和漩涡中输送和排放，并随后输送到很远的距离。