CMG Collaborative Research: Multiscale Modeling of the Coupling between Langmuir Turbulence and Submesoscale Variability in the Oceanic Mixed Layer
CMG Collaborative Research: Multiscale Modeling of the Coupling between Langmuir Turbulence and Submesoscale Variability in the Oceanic Mixed Layer
批准号:
0934827
负责人:
Gregory Chini
金额:
$45.1万
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2009
资助国家:
美国
项目状态:
已结题
起止时间:
2009-10-01 至 2014-09-30
中文摘要
正确地参数化上层海洋混合过程对海洋气候模式具有重要意义。这是一个特别困难的问题,因为它既包括倾向于使边界层分层的垂直湍流混合的影响,也包括倾向于使边界层分层的亚中尺度横向混合和塌降的影响。垂直混合以Langmuir湍流为主,其中风应力和表面波Stokes漂移共同驱动上层海洋湍流边界层。横向混合以亚中尺度不稳定性为主,由横向密度和速度梯度驱动,Rossby和Richardson数为0(1)。这些在海锋处尤为突出。总的来说,这些过程跨越的尺度范围(米到几十公里)与涡旋解析气候模型(公里到几十兆欧米)的范围相同。理解和参数化这种状态对数学理论、建模和观测都是一个巨大的挑战。智力优势:本项目将结合多尺度渐近理论、湍流大涡模拟(LES)和海洋观测的新方法,解决海洋上层、三维、亚中尺度混合的难题。理论方法使用渐近分析产生约化方程集。一个新的渐近简化版的Craik?描述各向异性朗缪尔湍流的莱博维奇方程将用于模拟垂直风浪驱动。本研究旨在将类似的技术应用于竞争的横向亚中尺度过程,以获得捕获亚中尺度动力学及其与Langmuir湍流的双向耦合的简化的粗尺度方程。为了验证简化模型的准确性和建立耦合多尺度系统的标度规律,本文将使用简化方程和带LES湍流闭包的完整方程进行一系列数值实验。通过与现有的上层海洋垂直动能、垂直热和浮力通量以及拉格朗日浮子的能量和标量耗散率的测量结果进行比较,将验证这些理论工作的结果。这些数据将与部署在低水平梯度区域的浮子对Langmuir湍流的预测和部署在高水平梯度区域的浮子对包括亚中尺度过程的预测进行比较。耦合过程的参数化将嵌入到较粗分辨率的ipcc级ogcm中,并与现有混合参数化和全球气候数据集的结果进行比较。更广泛的影响:新的参数化可能显著提高ipcc类ogcm预测气候变化的能力。此外,pi开发的多尺度模拟方法很可能可以推广到处理与朗缪尔环流相似的嵌入滚动涡结构的大气边界层。多尺度连续非线性动力系统,如本文所述的海洋表面混合层,在工程应用和应用科学中无处不在,包括但不限于地球物理、海洋学、气象学和天体物理学。要想深入了解这些系统所表现出的复杂行为,一个有希望的(也可以说是唯一可靠的)途径是通过多学科团队的调查。这个项目将形成这样一个团队,在三个不同的机构之间跨学科、理论和观察之间进行合作。最后,该项目将使博士后学者和一名研究生获得物理海洋学、流体动力学、观测数据分析以及应用和计算数学等学科的高级培训和指导。这些下一代研究人员将有很好的机会学习这种现代的、真正跨学科的科学探索方法。
英文摘要
A proper parameterization of upper ocean mixing processes is important for ocean climate models. This is a particularly difficult problem because it includes both the effects of vertical turbulent mixing, tending to destratify the boundary layer, and submesoscale lateral mixing and slumping, tending to stratify the boundary layer. The vertical mixing is dominated by Langmuir turbulence, in which both wind stress and surface wave Stokes drift drive an upper ocean turbulent boundary layer. The lateral mixing is dominated by submesoscale instabilities, with O(1) Rossby and Richardson numbers, driven by lateral density and velocity gradients. These are particularly prominent at ocean fronts. Taken together, these processes span a range of scales (meters to tens of kilometers) equal to that spanned by eddy-resolving climate models (kilometers to tens of megameters). Understanding and parameterizing this regime is a grand challenge to mathematical theory, modeling and observation.Intellectual Merit: This project will bring together new approaches in multiscale asymptotic theory, large eddy simulations (LES) of turbulence, and ocean observations to tackle the difficult problem of upper ocean, three-dimensional, submesoscale mixing. The theoretical approach uses asymptotic analysis to produce reduced equation sets. A new asymptotically reduced version of the Craik?Leibovich equations describing anisotropic Langmuir turbulence will be used to model vertical wind-wave driven. This study aims to apply similar techniques to the competing lateral submesoscale processes to obtain reduced, coarse-scale equations which capture the submesoscale dynamics and their two-way coupling with Langmuir turbulence. A series of numerical experiments using both the reduced equations and the full equations with LES turbulence closures will be conducted to test the accuracy of the reduced models and to develop scaling laws for the coupled multi-scale system.Results emerging from these theoretical efforts will be verified by comparison with existing measurements of upper ocean vertical kinetic energy, vertical heat and buoyancy fluxes, and energy and scalar dissipation rates made using Lagrangian floats. These data will be compared to predictions of Langmuir turbulence, for floats deployed in regions of low horizontal gradients, and to predictions including submesoscale processes, for floats deployed in regions of higher gradients. Parameterizations of the coupled processes will be embedded in coarser resolution IPCC-class OGCMs and the results compared with those of existing mixing parameterizations and global climatological data sets.Broader Impacts: The new parameterizations may result in significant improvements in the ability of IPCC-class OGCMs to predict climate change. Moreover, it is likely that the multiscale modeling methodology developed by the PIs can be generalized to treat the atmospheric boundary layer, with embedded roll vortical structures not dissimilar to Langmuir circulation. Multiscale continuum nonlinear dynamical systems, such as the ocean surface mixed layer addressed in this proposal, are ubiquitous in engineering applications and applied sciences including, but hardly limited to, geophysics, oceanography, meteorology, and astrophysics. A promising (and arguably the sole robust) route for gaining insight into the complex behavior exhibited by these systems is through investigations made by multidisciplinary teams. This project will form such a team, collaborating across disciplines, between theory and observation, and among three different institutions. Finally, the project will enable postdoctoral scholars and a graduate student to receive advanced training and mentoring in the disciplines of physical oceanography, fluid dynamics, observational data analysis and applied and computational mathematics. These next generation researchers will be given an excellent opportunity to learn this modern and truly interdisciplinary approach to scientific inquiry.
期刊论文(0)
专著(0)
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会议论文
Development of an Asymptotically-Reduced, Multiscale Model of Turbulent Boundary Layer Dynamics at Extreme Reynolds Numbers
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批准号:1437851
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项目类别:Standard Grant
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资助金额:$41.0万
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财政年份:2014
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负责人:Gregory Chini
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依托单位:
DynSyst_Special_Topics: Collaborative Research: Reduced Dynamical Descriptions of Infinite-Dimensional Nonlinear Systems via a-priori Basis Functions from Upper Bound Theories
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批准号:0928098
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项目类别:Standard Grant
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资助金额:$23.98万
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财政年份:2009
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负责人:Gregory Chini
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依托单位:
CAREER: Langmuir Circulation--Internal Wave Interactions
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批准号:0348981
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项目类别:Continuing Grant
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资助金额:$47.16万
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财政年份:2004
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负责人:Gregory Chini
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依托单位:
海外基金