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首页> 外文期刊>Journal of Fluid Mechanics >Cylinder wakes in shallow oscillatory flow: the coastal island wake problem
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Cylinder wakes in shallow oscillatory flow: the coastal island wake problem

机译:气缸在浅振荡流中唤醒:沿海岛屿唤醒问题

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Topographic complexity on continental shelves is the catalyst that transforms the barotropic tide into the secondary and residual circulations that dominate vertical and cross-shelf mixing processes. Island wakes are one such example that are observed to significantly influence the transport and distribution of biological and physical scalars. Despite the importance of island wakes, to date, no sufficient, mechanistic description of the physical processes governing their development exists for the general case of unsteady tidal forcing. Controlled laboratory experiments are necessary for the understanding of this complex flow phenomenon. Here, three-dimensional velocity field measurements of cylinder wakes in shallow-water oscillatory flow are conducted across a parameter space that is typical of tidal flow around shallow islands. The wake form in steady flows is typically described in terms of the stability parameter S = c(f)D/h (where D is the island diameter, h is the water depth and cf is the bottom boundary friction coefficient); in tidal flows, there is an additional dependence on the Keulegan-Carpenter number KC = U0T = D (where U-0 is the tidal velocity amplitude and T is the tidal period). In this study we demonstrate that when the influence of bottom friction is confined to a Stokes boundary layer the stability parameter is given by S = delta(+)/KC where delta(+) is the ratio of the wavelength of the Stokes bottom boundary layer to the depth. Three classes of wake form are observed with decreasing wake stability: (i) steady bubble for S greater than or similar to 0.1; (ii) unsteady bubble for 0.06 less than or similar to S less than or similar to 0.1; and (iii) vortex shedding for S less than or similar to 0.06. Transitions in wake form and wake stability are shown to depend on the magnitude and temporal evolution of the wake return flow. Scaling laws are developed to allow upscaling of the laboratory results to island wakes. Vertical and lateral transport
机译:欧式架子上的地形复杂性是将波奇速度转化为二次和剩余循环的催化剂,这些循环统治垂直和交叉架混合过程。岛屿唤醒是观察到显着影响生物和物理标量的运输和分布的这样的示例。尽管岛屿醒来的重要性,但到目前为止,没有足够的机械描述,对其发展的物理流程存在于不稳定的潮汐迫使的一般情况。对这种复杂的流动现象的理解是必要的受控实验室实验。这里,在浅水振荡流动中的三维速度场测量在浅水振荡流中唤醒,在浅岛周围的潮流典型的参数空间上进行。通常根据稳定参数S = C(F)D / H(其中D是岛直径,H是水深,CF是底部边界摩擦系数的稳定参数S = C(F)D / H中的唤醒形式。在潮汐流中,对keulegan-carpenter数kc = u0t = d的额外依赖(其中U-0是潮流幅度,t是潮汐周期)。在这项研究中,我们证明,当底部摩擦的影响被限制在斯托克斯边界层时,稳定性参数由S =Δ/ kc给出,其中delta(+)是Stokes底部边界层的波长的比率深度。观察到三类唤醒形式,随着唤醒稳定性的降低:(i)S大于或类似于0.1的S稳定的气泡; (ii)不稳定气泡0.06少于或类似于少于或类似于0.1; (iii)涡流落下的速度小于或类似于0.06。唤醒形式和唤醒稳定性的过渡显示依赖于唤醒返回流程的幅度和时间演变。开发了缩放法律,以允许对岛屿醒来的实验室结果上升。垂直和横向运输

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