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Low-Frequency Variability in Shallow-Water Models of the Wind-Driven Ocean Circulation. Part Ⅱ: Time-Dependent Solutions

机译:风力驱动的海洋环流浅水模型中的低频变化。第二部分:时间相关解

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The time-dependent wind-driven ocean circulation is investigated for both a rectangular and a North Atlantic-shaped basin. Multiple steady states in a 2(1/2)-layer shallow-water model and their dependence on various parameters and other model properties were studied in Part Ⅰ for the rectangular basin. As the wind stress on the rectangular basin is increased, each steady-state branch is destabilized by a Hopf bifurcation. The periodic solutions that arise off the subpolar branch have a robust subannual periodicity of 4―5 months. For the subtropical branch, the period varies between sub- and interannual, depending on the inverse Froude number F_2 defined with respect to the lower active layer's thickness H_2. As F_2 is lowered, the perturbed-symmetric branch is destabilized baroclinically, before the perturbed pitchfork bifurcation examined in detail in Part Ⅰ occurs. Transition to aperiodic behavior arises at first by a homoclinic explosion off the isolated branch that exists only for sufficiently high wind stress. Subsequent global and local bifurcations all involve the subpolar branch, which alone exists in the limit of vanishing wind stress. Purely subpolar solutions vary on an interannual scale, whereas combined subpolar and subtropical solutions exhibit complex transitions affected by a second, subpolar homoclinic orbit. In the latter case, the timescale of the variability is interdecadal The role of the global bifurcations in the interdecadal variability is investigated. Numerical simulations were carried out for the North Atlantic with earth topography-5 minute (ETOPO-5) coastline geometry in the presence of realistic, as well as idealized, wind stress forcing. The simulations exhibit a realistic Gulf Stream at 20-km resolution and with realistic wind stress. The variability at 12-km resolution exhibits spectral peaks at 6 months, 16 months, and 6―7 years. The subannual mode is strongest in the subtropical gyre; the interannual modes are both strongest in the subpolar gyre.
机译:研究了矩形和北大西洋形状盆地的随时间变化的风动力海洋环流。在第一部分中研究了矩形盆地的2(1/2)层浅水模型中的多个稳态及其对各种参数和其他模型特性的依赖性。随着矩形盆地上的风应力增加,每个稳态分支都会因Hopf分叉而不稳定。从亚极分支产生的周期解具有4-5个月的稳健的亚年周期。对于亚热带分支,该周期在次年际和年际之间变化,这取决于相对于下部有源层的厚度H_2定义的反弗洛德数F_2。随着F_2的降低,扰动的对称分支在第一部分中详细讨论的扰动的干草叉分叉发生之前就被斜压不稳定了。起初,通过仅在足够高的风压下存在的孤立分支上的同斜向爆炸,发生了向非周期性行为的过渡。随后的全局和局部分叉都涉及亚极分支,仅在风应力消失的情况下存在。纯亚极解在年际尺度上变化,而亚极和亚热带组合解则表现出受第二个亚极同斜轨道影响的复杂过渡。在后一种情况下,变异性的时间尺度是年代际的。研究了全局分叉在年代际变异性中的作用。在存在逼真的以及理想化的风应力作用下,对北大西洋进行了5分钟地球地形(ETOPO-5)海岸线几何形状的数值模拟。模拟显示了真实的墨西哥湾流,分辨率为20 km,并具有真实的风压。在12 km分辨率下的可变性在6个月,16个月和6-7年时出现光谱峰值。在亚热带回旋中,次年期模式最强。在亚极回旋中,年际模式都最强。

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