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Barotropic to baroclinic energy conversion using a time-varying background density

机译:使用时变背景密度对氨基硫醇能量转换的波法罗耐力

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Internal wave generation is fundamentally the conversion of barotropic to baroclinic energy that often occurs due to vertical acceleration of stratified flows over topographic features. Acceleration results in a phase lag between density (pressure) perturbations and the barotropic velocity. To estimate the conversion of barotropic to baroclinic energy, the density perturbation is often calculated using a time-invariant background density. Other phenomena, however, can also alter the phasing of density perturbations and vertical velocities, such as barotropic tidal heaving and internal wave interactions. Consequently, accurately accounting for these dynamics in energy budgets is important. Tidal averaging or modal decomposition are often used to isolate topographic energy conversion in the presence of these other phenomena. However, while effective, these methods do not provide insights into the dynamics of conversion either through time or over depth. Here, we present a new analytical approach to calculating barotropic to baroclinic conversion using a time-varying background density. Our method results in an additional term in the baroclinic energy budget that directly accounts for barotropic tidal heaving and internal wave interactions, depending on the formulation of the background density. The tidally averaged, domain-integrated conversion rate is consistent across methods. Isolation of topographic conversion demonstrates that conversion due to interactions between internal wave beams and barotropic tidal heaving lead to relatively small differences in the overall conversion. However, using a time-varying background density allows for full decomposition of barotropic to baroclinic conversion through time and the identification of regions where negative conversion related to mixing actually occurs.
机译:内波的产生从根本上说是正压能量向斜压能量的转换,这通常是由于地形特征上的分层流的垂直加速度引起的。加速度导致密度(压力)扰动和正压速度之间的相位滞后。为了估计正压到斜压能量的转换,通常使用时不变背景密度计算密度扰动。然而,其他现象也可以改变密度扰动和垂直速度的相位,例如正压潮汐起伏和内波相互作用。因此,准确解释能源预算中的这些动态是很重要的。潮汐平均或模态分解通常用于隔离存在这些其他现象时的地形能量转换。然而,这些方法虽然有效,但无论是通过时间还是深度,都无法深入了解转化的动态。在这里,我们提出了一种新的分析方法来计算正压到斜压转换使用时变背景密度。我们的方法在斜压能量收支中产生了一个附加项,它直接解释了正压潮汐起伏和内波相互作用,这取决于背景密度的公式。潮汐平均的区域综合转化率在不同方法中是一致的。地形转换的隔离表明,内波束和正压潮汐隆起之间的相互作用导致的转换导致整体转换的差异相对较小。然而,使用时变背景密度可以完全分解正压到斜压转换,并识别与混合相关的负转换实际发生的区域。

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