浅海流体动力学一种含变湍粘性系数的流速分解模型(Ⅱ)——模型在超浅海风暴潮零阶问题中的应用

本文将流速分解模型应用于作为超浅海风暴潮的渤海风潮,并讨论了变湍粘性系数的确定。作为一个初步的,但较为成功的数值试验例子,描述了实际风场作用下的渤海风潮,比较了变湍粘性系数模型与常湍粘性系数模型的计算结果间的差异。     

STWAVE模型在多岛屿区域波浪要素计算中的应用

我国常用的风推浪计算方法在多岛屿区域波浪要素计算中具有一定局限性。论文通过不同方法计算的波浪要素计算结果的比较,认为STWAVE模型在满足计算精度的前提下,操作简单,方法简便,在多岛屿区域波浪要素计算中具有较大的应用、推广价值。     

似海底反射的地震速度和AVO效应

我们将浓度和压力作为一个函数得到冰和含气体水合物的地震波速度。同以往以简单的慢度和平均模量及双相模型为基础的理论不同，我们使用了Biot类型的三相理论，这一理论考虑了二种固体（颗粒和冰或笼形物）和一种液体（水）的存在，以及一个含气和水的多孔隙基质。对于固体的Berea砂岩，低于0℃时的纵波理论估计值过低，在含有冰－颗粒相互作用和颗粒胶结时与实验数据产生了好的吻合。严格地讲，水的比例与温度紧密相关。假定已知孔隙的平均半径和标准偏差，那么在一给定温度下的波速拟合就能对整个温度范围的速度进行预测。通过一个粘弹性的单相结构模型来计算反射系数。本文的分析是针对游离气带的顶部（位于含气体水合物的沉积层下）和底部（上履于饱含水的沉积层）进行的。如果似海底反射仅仅是由于胶结气体水合物与含游离气沉积层的分界面造成，我们可以得出结论：（1）在一定的气体饱和度下，很难估算低浓度情况下气体水合物数量。然而，水合物的高、低浓度还是可以区分的，因为它们分别呈现正和负的异常；（2）游离气和饱和度可以从反射振幅中而不是从异常类型中获取；（3）P波转化为S波的反射系数是指示高含量的气体水合物和游离气一个较好指示。另一方面，对于未胶结的沉积物，振幅随偏移距变化曲线总是为正。     

我国沿海海平面研究获重要成果

由青岛海洋大学牵头,中国人民解放军测绘信息技术总站、国家海洋信息中心等单位参加并共同完成的“中国沿海现代海平面变化及其应用研究”项目获得重要成果。 该项成果是以青岛海洋大学陈宗镛教授为首的专家     

Probabilistic Models for the Probability of Wave Breaking and Whitecap Coverage Based on Kinematic Breaking Criterion

More and more researches show that neither the critical downward acceleration nor the critical slope of water waves is a universal constant. On the contrary, they vary with particular wave conditions. This fact moders the models either for the probability of wave breaking B or for the whitecap coverage W based on these criteria difficult to apply. In this paper and the one which follows we seek to develop models for the prediction of both B and W based on the kinematical criterion. First, several joint probabihstic distribution functions (PDFs) of wave characteristics are derived, based on which the breaking properties B and W are estimated. The estimation is made on the assumption that a wave breaks ff the horizontal velocity of water particles at its crest exceeds the local wave celerity, and whitecapping occurs in regions of fluid where water particles travel faster than the waves. The consequent B and W depend on wave spectral moments of orders 0 to 4.Then the JONSWAP spectrum is used to represent the fetch-limited sea waves in deep water, so as to relate the probahility of wave breaking and the whitecap coverage with wind parameters. To this end, the time-averaging technique proposed by Glazman (1986) is applied to the estimation of the spectral moments involved, and furthermore, the theoretical models are compared with available observations collected from published literature. From the comparison, the averaging time scale is determined. The final models show that the probability of wave breaking as well as the whitecap coverage depends on the dimensionless fetch. The agreement between these models and the database is reasonable.     

A Numerical Study on the Structure and Dynamics of Turbulence in Oscillatory Bottom Layer Flow over A Flat or Rippled Bed

1 .IntroductionUnder the influence of surface waves ,sandripples often appear on beaches . Whenthe amplitudeof water oscillationis sufficientlylarge ,vortices are formed onthe lee of every sand ripple crest . A-mongthese vortices ,the most important are t…     

波浪作用下海床的有效应力分析

波浪作用下海床的稳定性分析是海洋工程地质评价的重要内容。海床的稳定性可通过计算分析其随时间变化的有效应力场来评估。本文建议了一个周期荷载作用下土体的本构模型 ,并用于计算波浪作用下海床的应力与变形。采用Biot固结理论和有限单元法 ,分析了海床的动态应力场与孔隙水压力场。波浪作用下两种渗透系数时有效应力的动态变化过程结果对比 ,反映了渗透消散作用对海床有效应力变化的影响     

GMS低分辨模拟云图与高分辨展宽数字云图之间的关系

文章介绍了低分辨的数字云图与原始的展宽云图数据的关系，从而直接从量化后低分辨云图上求取辐射物理量。     

Parabolic Wave Propagation Modelling in Orthogonal Coordinate Systems

This paper presents a numerical model study of the propagation of water waves using the parabolic approximation of the mild-slope equation in the orthogonal coordinate system. Two types of coordinate systems are studied: (a) a general form of orthogonal coordinate system and (b) the conformal system, a special form of orthogonal coordinate system. Two typical examples, namely, expanded breakwaters and a circular channel, are studied to validate the model. First, the examples are studied by use of the general orthogonal coordinates. Then the same examples are computed by use of the confonnal system. The computational results show that the confonnal coordinate system generally gives better predictions than the general orthogonal system. A numerical technique for generating the conformal grid is combined with the numerical model to improve the practicability of the model. The comparison between the result from the numerical grid system and that from the analytical grid system shows that reliable computational results can be obtained by use of the numerical confonnal grid system.