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Nonlinear evolution of shear instabilities of the longshore current.

机译:沿岸流剪切不稳定性的非线性演化。

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摘要

Surface gravity waves breaking in the nearshore region force a longshore surf zone current. This current can be unstable to longshore periodic perturbations. The objective of this study is to analyze the finite amplitude behavior of instabilities of the longshore current utilizing numerical experiments.;For this purpose a solution method of the governing equations is developed. Spatial derivatives are computed using spectral collocation methods. A high-order time integration scheme is used to compute the time evolution of the velocities and water surface elevation. The model domain extends from the shoreline to a distance offshore and is periodic in the longshore direction. A curvilinear moving boundary is incorporated at the shoreline. An absorbing-generating boundary is incorporated offshore. The boundary treatments are tested. The model is then applied to the prediction of stability boundaries and equilibrium amplitudes of subharmonic edge waves. Numerical results are compared to theory and are found to reproduce it well.;Instabilities of an analytic longshore current profile over a plane beach are simulated. The instabilities are observed to equilibrate at amplitudes up to 50% of the original peak longshore current. For long domains in the longshore direction the long time behavior is observed to be dominated by subharmonic transitions that result in a reduction of the number of waves in the domain. The resulting longshore periodic flow structures exhibit strong offshore directed velocities and propagate in the longshore direction at a fraction of the peak current speed. Details of the subharmonic transitions and the effect of nonlinearity on the flow structures are analyzed.;Next, the shear instability climate during the S scUPERDUCK field experiment is simulated. Due to uncertainties in the friction and lateral mixing coefficients, numerical simulations are carried out for a realistic range of values. The resulting flow structures can be characterized as unsteady vortices propagating in the longshore direction. These vortices interact, merge and are shed offshore. During the shedding process, locally strong offshore directed currents are generated. Lateral mixing induced by the finite amplitude shear instabilities is analyzed and found to be of comparable magnitude to other mixing processes in the surf zone.
机译:在近岸区域破裂的地表重力波迫使近岸冲浪区产生电流。对于近岸周期性扰动,该电流可能不稳定。本研究的目的是利用数值实验来分析近岸海流不稳定性的有限幅度行为。为此,提出了一种控制方程的求解方法。使用光谱搭配方法计算空间导数。高阶时间积分方案用于计算速度和水面高度的时间演化。模型域从海岸线延伸到近海距离,并且在长岸方向上是周期性的。曲线移动边界合并在海岸线上。吸收吸收边界被并入海上。测试边界处理。然后将该模型应用于亚谐波边缘波的稳定边界和平衡振幅的预测。数值结果与理论进行了比较,并被很好地再现。;模拟了平面海滩上的分析性近岸电流剖面的不稳定性。观察到不稳定性在高达原始峰值近岸海流的50%的幅度上达到平衡。对于沿长岸方向的长区域,观察到长时间行为受到次谐波过渡的控制,这导致了域中波数的减少。所得的长岸周期性流动结构表现出很强的海上定向速度,并以峰值电流速度的一小部分沿长岸方向传播。分析了次谐波过渡的细节以及非线性对流动结构的影响。接下来,模拟了S ScUPERDUCK现场试验期间的剪切不稳定性气候。由于摩擦系数和横向混合系数的不确定性,对数值的实际范围进行了数值模拟。产生的流动结构可以表征为沿长岸方向传播的不稳定涡流。这些旋涡相互作用,合并并在海上散发出去。在脱落过程中,会产生局部较强的海上定向电流。分析了由有限振幅剪切不稳定性引起的横向混合,发现其水平与海浪区中的其他混合过程相当。

著录项

  • 作者

    Ozkan-Haller, Hatcem Tuba.;

  • 作者单位

    University of Delaware.;

  • 授予单位 University of Delaware.;
  • 学科 Engineering Civil.
  • 学位 Ph.D.
  • 年度 1997
  • 页码 268 p.
  • 总页数 268
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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