2016
DOI: 10.1175/jpo-d-16-0012.1
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Time-Dependent Eddy-Mean Energy Diagrams and Their Application to the Ocean

Abstract: Insight into the global ocean energy cycle and its relationship to climate variability can be gained by examining the temporal variability of eddy-mean flow interactions. A time-dependent version of the Lorenz energy diagram is formulated and applied to energetic ocean regions from a global, eddying state estimate. The total energy in each snapshot is partitioned into three components: energy in the mean flow, energy in eddies, and energy temporal anomaly residual, whose time mean is zero. These three terms re… Show more

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Cited by 34 publications
(46 citation statements)
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“…For ORCA025 and ORCA0083, our spectral KE budget results agree with the energy cycle in physical space diagnosed by [57] who showed a route of energy where mean KE and mean PE can generate eddy PE, which is then converted to baroclinic eddy KE and lastly barotropic eddy KE. This is also mostly in line with [58].…”
Section: Discussionsupporting
confidence: 87%
“…For ORCA025 and ORCA0083, our spectral KE budget results agree with the energy cycle in physical space diagnosed by [57] who showed a route of energy where mean KE and mean PE can generate eddy PE, which is then converted to baroclinic eddy KE and lastly barotropic eddy KE. This is also mostly in line with [58].…”
Section: Discussionsupporting
confidence: 87%
“…The energy transfer between the resolved flow and subgrid KE associated with the GM parameterization is formulated as ėGM=1HkKGMgkfalse|σηk|2, where we assume a stacked shallow water model, as used in this study, and the sum is over all isopycnal layer interfaces, k , with height η k and reduced gravity gk′ . According to the QG energy cycle, potential energy extracted from the large‐scale flow by mesoscale eddies is converted first into eddy APE, with the final conversion to eddy KE being generally delayed (Chen et al, ). One could account for this pathway by including an additional explicit subgrid APE budget.…”
Section: A Scale‐aware Energy Budget‐based Eddy Parameterizationmentioning
confidence: 99%
“…The fifth term, the "residual" term, includes the remaining terms when equation (6) is applied to equation (3). A similar decomposition of KE into specific parts was done by Chen et al (2016).…”
Section: Kementioning
confidence: 99%