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Tsunamis - harbor oscillations induced by nonlinear transient long waves

机译:非线性瞬态长波引起的海啸-港口振荡

摘要

The process of excitation of harbors and bays by transient nonlinear long waves is investigated theoretically and experimentally. In addition, nonlinear shallow water waves generated in a closed rectangular basin by the motion of the basin are also examined.ududTwo numerical methods based on finite element techniques are used to solve the weakly nonlinear-dispersive-dissipative equations of motion and are applied to the basin excitation problem and the transient harbor oscillation problem, respectively. In the latter case, the open sea conditions are simulated by including a radiative boundary condition in time at a finite distance from the harbor entrance. Various dissipative effects are also included. In addition to the numerical results, analytical solutions are presented to investigate certain particular aspects of basin and harbor oscillations (e.g., the effects of viscous dissipation in a harbor with simple geometry).ududExperiments conducted in the closed rectangular basin indicate that for a continuous excitation at or near a resonant mode of oscillation the linear theory becomes inadequate and the nonlinear-dispersive-dissipative theory must be used. For a transient excitation the validity of the linear theory depends on the value of the Stokes parameter. Indeed, some features not predicted by the linear theory can be directly inferred from the magnitude of this parameter.ududExperiments on the continuous wave induced oscillations of a narrow rectangular harbor with constant depth show that at the first resonant mode convective nonlinearities can be neglected and a linear dissipative solution is sufficient to describe the waves inside the harbor. At the second resonant mode which corresponds to a longer harbor relative to the length of the incident wave, nonlinear convective effects become important and must be incorporated into the numerical model. Also the characteristics of various sources of dissipation which reduce resonance in the harbor are investigated experimentally. The sources considered include, among others, laminar boundary friction, leakage losses underneath the harbor walls, and energy dissipation due to flow separation at the entrance of the harbor.ududThe good agreement obtained between the experiments and the nonlinear numerical model developed in this study suggests that this model could be used with some confidence to predict the response characteristics of prototype harbors. As an example, the results of this study have been applied to the response of Ofunato Bay (Japan) to the tsunami generated by the Tokachi-Oki earthquake of May 16, 1968. The model has been used to investigate the effects of convective nonlinearities on the bay oscillations and also to determine the efficiency of the breakwater which was built to reduce the effects of tsunamis at Ofunato.
机译:从理论上和实验上研究了瞬态非线性长波激发港口和海湾的过程。此外,还研究了在封闭的矩形盆地中由于盆地的运动而产生的非线性浅水波。 ud ud基于有限元技术的两种数值方法用于求解运动的弱非线性弥散耗散方程,并且分别应用于盆地激励问题和瞬态港湾振荡问题。在后一种情况下,通过在距港口入口有限距离处及时包括辐射边界条件来模拟公海条件。还包括各种耗散效应。除数值结果外,还提供了解析解来研究盆地和港口振动的某些特定方面(例如,具有简单几何形状的港口中的粘性耗散效应)。 ud ud在封闭的矩形盆地中进行的实验表明,对于在振荡的共振模式或接近共振模式的连续激励下,线性理论变得不充分,必须使用非线性色散-耗散理论。对于瞬态激励,线性理论的有效性取决于Stokes参数的值。实际上,可以从该参数的大小直接推断出线性理论未预测到的某些特征。 ud ud对具有恒定深度的窄矩形港湾的连续波感应振荡的实验表明,在第一共振模态下,对流非线性可以被忽略的线性耗散解足以描述港口内的波浪。在对应于相对于入射波的长度更长的港湾的第二共振模式下,非线性对流效应变得很重要,必须将其纳入数值模型中。还通过实验研究了各种消散源的特征,这些消散源减少了港口的共振。所考虑的来源包括层流边界摩擦,港湾壁下的泄漏损失以及因港湾入口处的流动分离而导致的能量耗散。 ud ud实验与开发的非线性数值模型之间取得了良好的一致性这项研究表明,该模型可以有把握地用于预测原型港口的响应特性。例如,本研究的结果已应用于大船渡湾(日本)对1968年10月16日十日—冲木地震产生的海啸的响应。该模型已用于研究对流非线性对海湾的震动,并确定防波堤的效率,该防波堤旨在减少大船渡海啸的影响。

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