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1.
为了研究内波远距离传播过程中的演化规律,本文采用图像测速法(PIV)分别对内波近场和远场的速度场进行测量。实验中同时采用两台CCD相机对实验区域进行拍摄,根据实验结果对内波能量和垂向模态结构进行计算分析。实验结果表明,在近场区域生成的内波主要表现为内波射线结构。内波射线在经过海表面反射后,其能量在空间上出现非对称结构,能量在加强区域较减弱区增加约15%。在远场,内波射线结构不再清晰,内波主要表现为低模态内波结构。内波射线在反射时能量衰减显著,损失约为50%;低模态内波可以离开内波生成源地远距离传播,传播过程中能量损失较小,在远场传播过程中(第一模态内波半波长的距离)能量损失约20%。低模态内波的传播相速度介于垂向第一模态和第二模态相速度之间。  相似文献   

2.
本文通过对卫星遥感图像中的内孤立波及相互作用现象进行统计分析,讨论了南海北部内孤立波及相互作用现象的时空分布特征,验证了利用卫星遥感图像反演内孤立波振幅和传播速度以及研究内波相互作用现象的可行性。统计结果表明,南海北部的内孤立波主要集中在东沙群岛以及海南岛南部,内波相互作用主要集中在东沙岛西北部以及海南岛南部。本文对此给出解释:内波传播至东沙岛附近发生绕射,绕射的内波分裂成两列后以不同的传播方向继续向西传播,相遇并发生相互作用;内波在海南岛浅滩处发生反射,与后续传来的内波发生相互作用。同时,本文利用Korteweg-de Vries (KdV)方程和Benjamin-One(BO)方程,结合观测数据,对内波振幅和传播速度进行了反演实验。反演所得的内波振幅和传播速度与南海北部实际内波振幅和传播速度相近。  相似文献   

3.
海南岛南部海区非线性内波特征分析   总被引:1,自引:0,他引:1  
2004年6月在南海海南岛南部海域进行了内波观测实验,实验中使用了3条温度链组成链阵,来估计内波在该海区传播的方向和速度。实验中发现了非线性内波群的活动。对潮汐的测量表明,非线性内波群出现在海区的涨潮时刻。计算得到实验海区内波(非线性波群)速度约为0.54m/s。测量有效数据从29日10:00~30日14:00,只发现了一组非线性内波群,说明该海区的非线性内波群不同于别的海区所观测到具有半日潮周期的非线性内波。对非线性内波波形分析可以看出,KdV(Korteweg-de Vries)方程的dn2(x,t)解能比较好的描述得到的内波波形。数据表明非线性内波群在爬坡传播过程中随波包范围的不断扩张,波峰间距离有减小的趋势。对高频线性内波(非线性内波出现前后)的分析表明,高频线性内波中周期为15min~12min的波动成份的能量比较突出,这与非线性内波群中单个波包周期基本吻合,说明非线性内波群在传播扩张过程中其衰落的尾迹分散到了两个非线性波包之间的水体中。  相似文献   

4.
应用中国近海及邻近海域海洋再分析资料(简称CORA)研究南海北部第一模态内波场运动学参数的地理分布特征及其季节变化。首先分析了Brunt-Väisälä频率的统计特征;其次,基于弱非线性变系数扩展Kortewed-de Vries (veKdv)方程模型,计算了它的输入系数,即线性长波相速度,平方和立方非线性系数和频散系数,这些参数可用于定性评估内孤立波传播可能的极性,内孤立波的形态,幅度限制以及传播速度等。分析结果表明,南海北部季节性密度跃层从2月开始出现,最大浮力频率约在20 m。它在6—7月达到最强,自8月开始减弱,在10月消退。另一密度跃层出现在8—11月,最大浮力频率约在80 m,冬季大致在120 m。季节性密度跃层在4—9月十分明显,而8—10月双跃层现象显著,冬季仅出现较弱的第二密度跃层。在1—3月和10—12月海盆深水区最大Brunt-Väisälä频率值要大于陆架浅水区;而在5—9月情况则相反。Brunt-Väisälä频率最大值所在深度随季节变化显著,冬季最深,6—7月则最浅。计算的线性内波相速度、频散系数和幅度放大因子的空间特征主要取决于地形变化;平方(立方)非线性系数与地形关系较小,随季节变化明显,它们主要取决于局地海洋环境特征。通过分析veKdv方程的系数特征,解释了为何在夏季南海北部最容易观测到大振幅内孤立波和在吕宋海峡以东海域难以观测到孤立波的原因。  相似文献   

5.
在流体力学中,描述流体运动有Lagrange方法和Euler方法.Euler方法是通过观测通过空间各固定位置点处流体质点的运动行为来描述流体运动规律,而Lagrange方法是跟踪各个流体质点,通过观测它们在时空运动中所走过的路径来描述流体的运动规律.在数学处理上,Euler方法较Lagrange方法简单,但Lagrange方法可以完全描述流体运动的整个流场的所有特性,而Euler方法却无法描述每个流体质点的运动轨迹.本文,我们研究具有刚性边界的三层流体系统中的界面内波,其中上层流体的密度比下层流体的密度大.通过在界面处引入朗格朗日匹配条件并使用微扰法得到了拉格朗日描述下的界面内波的一阶解、二阶解及三阶解,给出了质量输运速度、波频率、平均水平和质点运动轨迹的解.结果表明对于质量输运速度、波频率、平均水平和质点运动轨迹在界面处会有不连续性,但是我们发现在满足一定的三层流体水深比和密度比条件时这种不连续性将会消失.  相似文献   

6.
海洋内波的产生与分布   总被引:20,自引:1,他引:20  
杜涛  吴巍  方欣华 《海洋科学》2001,25(4):25-28
海洋内波是指在海水稳定层化的海洋中产生的、最大振幅出现在海洋内部的波动。由于是产生于海洋内部 ,内波的恢复力主要是约化重力 ,这是它不同于表面波的一个重要特征。此外 ,还有许多其他不同特征 ,例如 :内潮波的振幅远大于表面潮波的振幅 ,但速度却要小得多 ;内波的群速度方向与其相速度方向几乎垂直 ;内波不仅在水平方向和时间上存在着固有结构 ,而且在垂直方向上也存在着特定的结构等。方欣华、王景明1986年对内波在时间和空间尺度分布特征上的一些典型值做了介绍。尽管海洋内波的频率范围相当广泛 ,但已有的多数研究工作主要集中…  相似文献   

7.
基于多源遥感数据的日本海内波特征研究   总被引:2,自引:1,他引:1  
日本海特殊的地理位置和复杂的地形使得该海域内波表征极为复杂,遥感是大范围观测内波的有效手段,已被广泛应用于内波的探测研究。本文利用MODIS、GF-1和ENVISAT ASAR遥感影像,开展了日本海内波特征研究。通过提取内波波峰线,生成了日本海内波空间分布图;获取了内波的波峰线长度和传播速度,并基于非线性薛定谔方程反演了内波振幅。研究结果表明,日本海内波分布范围宽广,不仅大陆架沿海区内波分布密集,深海盆地也探测到了大量内波;日本海北部45°N附近海域有少量内波出现,利用高分影像探测到朝鲜陆架浅海区有大量小尺度内波,大和海盆、大和隆起的西南部海域没有发现内波。日本海内波波峰线长达100多千米,深海区的传播速度大于1 m/s;浅海区内波振幅约10 m左右,深海区可达60 m以上。  相似文献   

8.
中国南海是内波频发海域,卫星遥感在内波参数特征的统计分析中得到了广泛应用,但是卫星轨道的重复访问时间长,不能连续观测内波参数的变化特征。X波段海洋雷达具有高时间和空间分辨率,可以长期连续观测内波的变化,本文提出了利用X波段海洋雷达图像提取内波参数的方法,并利用连续观测的数据研究了各参数的分布特征。首先,对雷达图像进行预处理,包括平均处理及斜坡校正两步;利用二维快速傅里叶变换确定内波的传播方向,进而根据该方向上的径向廓线确定内波的相速度大小、波长及周期。最后,利用在南海石油平台上观测的X波段雷达图像对内波各参数进行提取和统计分析,结果表明,研究区域内波的传播方向多为西北向及西向传播,相速度多为0.6~0.8 m/s,波长一般为400~600 m,周期大部分不超过1000 s。  相似文献   

9.
崂山湾附近海域内波的侧视雷达(SLAR)图像信息研究   总被引:1,自引:0,他引:1  
在1987年5月进行的海洋航空遥感实验中,获得了黄海西部崂山湾附近海域(36°16′—36°30′N 120°45′—121°05′E)的内波侧视雷达(SLAR)图像。这组由8个波组成的内波,平均波长为1.32±0.24km,向岸传播的平均相速度为38cm/s,平均周期为57min;波峰线与等深线平行,图像上记录的波峰线长达40km。分析表明,这组内波可以用最低型内波理论模型来描述。  相似文献   

10.
南海北部孤立子内波生成条件的初步数值研究   总被引:10,自引:1,他引:10       下载免费PDF全文
南海北部是一个孤立子内波活动频繁的海域,早在20世纪70年代,Fett等[1]就从卫星图片中发现在东沙群岛附近存在着孤立子内波;近年来,在该海域又多次观测到孤立子内波的活动(图1)[2-4];在1998年5~6月期间,中国科学院南海海洋研究所的“实验三号”科学考察船执行“南海季风实验”计划在南海北部东沙群岛以南进行定点观测时,也曾观测到孤立子内波的活动。  相似文献   

11.
柳淑学  孙冰 《海洋工程》2007,25(1):35-42,56
缓坡方程是描述近岸波浪运动较好的数学模型之一。在发展的自适应有限元求解缓坡方程的基础上,采用迭代求解的方法,确定波浪相对于边界的入射方向,从而对边界条件进行改进,建立了求解缓坡方程的数值计算模型。典型算例表明,考虑波浪相对于边界的入射角度后,模型可以更好地模拟吸收波浪边界,同时对多向波对双突堤的绕射进行了模拟研究,与试验结果比较表明,所建立的数值计算模型能够适用于多向不规则波传播过程的模拟研究。  相似文献   

12.
Freely propagating surface gravity waves are observed to slow down and to stop at a beach when the bottom has a relatively gentle upward slope toward the shore and the frequency range of the waves covers the most energetic wind waves (sea and swell). Essentially no wave reflection can be seen and the measured reflected energy is very small compared to that transmitted shoreward. One consequence of this is that the flux of the wave’s linear momentum decreases in the direction of wave propagation, which is equivalent to a time rate of change of the momentum. It takes a force to cause the time rate of change of the momentum. Therefore, the bottom exerts a force on the waves in order to decrease the momentum flux. By Newton’s third law (action equals reaction) the waves then impart an equal but opposite force to the bottom. In shallow (but finite) water depths the wave force per unit bottom area is calculated, for normal angle of incidence to the beach, to be directly proportional to the square of the wave amplitude and to the bottom slope and inversely proportional to the mean depth; it is independent of the wave frequency. Constants of proportionality are: 1/4, the fluid density and the acceleration of gravity. Swell attenuation near coasts and some characteristics of sand movement in the near-shore region are not inconsistent with the algebraic structure of the wave force formula. Since the force has a depth variation which is significantly faster than that of the dimensions of the particle orbits in the vertical direction, the bottom induces a torque on the fluid particles that decreases the angular momentum flux of the waves. By an extension of Newton’s third law, the waves also exert an equal but opposite torque on the bottom. And because the bottom force on the waves exists over a horizontal distance, it does work on the waves and decreases their energy flux. Thus, theoretically, the fluxes of energy, angular and linear momentum are not conserved for shoaling surface gravity waves. Mass flux, associated with the Stokes drift, is assumed to be conserved, and the wave frequency is constant for a steady medium.  相似文献   

13.
A series of experimental studies about the force of internal solitary wave and internal periodic wave on vertical cylinders have been carried out in a two-dimensional layered internal wave flume. The internal solitary waves are produced by means of gravitational collapse at the layer thickness ratio of 0.2, and the internal periodic waves are produced with rocker-flap wave maker at the layer thickness ratio of 0.93. The wave parameters are obtained through dyeing photography. The vertical cylinders of the same size are arranged in different depths. The horizontal force on each cylinder is measured and the vertical distribution rules are researched. The internal wave heights are changed to study the impact of wave heights on the force. The results show that the horizontal force of concave type internal solitary wave on vertical cylinder in the upper-layer fluid has the same direction as the wave propagating, while it has an opposite direction in the lower-layer. The horizontal force is not evenly distributed in the lower fluid. And the force at different depths increases along with wave height. Internal solitary wave can produce an impact load on the entire pile. The horizontal force of internal periodic waves on the vertical cylinders is periodically changed at the frequency of waves. The direction of the force is opposite in the upper and lower layers, and the value is close. In the upper layer except the depth close to the interface, the force is evenly distributed; but it tends to decrease with the deeper depth in the lower layer. A periodic shear load can be produced on the entire pile by internal periodic waves, and it may cause fatigue damage to structures.  相似文献   

14.
The pycnocline in a closed domain is tilted by external wind forcing and tends to restore to a level posi- tion when the wind falls. An internal seiche oscillation exhibits if the forcing is weak, otherwise internal surge and internal solitary waves emerge, which serve as a link to cascade energy to small-scale processes. A two-dimensional non-hydrostatic code with a turbulence closure model is constructed to extend previous laboratory studies. The model could reproduce all the key phenomena observed in the corresponding labo- ratory experiments. The model results further serve as a comprehensive and reliable data set for an in-depth understanding of the related dynamical process. The comparative analyses indicate that nonlinear term favors the generation of internal surge and subsequent internal solitary waves, and the linear model predicts the general trend reasonably well. The vertical boundary can approximately reflect all the incoming waves, while the slope boundary serves as an area for small-scale internal wave breaking and energy dissipation. The temporal evolutions of domain integrated kinetic and potential energy are also analyzed, and the results indicate that about 20% of the initial available potential energy is lost during the first internal wave breaking process. Some numerical tactics such as grid topology and model initialization are also briefly discussed.  相似文献   

15.
吕宋海峡内波吸引子的三维数值模拟   总被引:1,自引:0,他引:1  
Internal waves propagate along wave beams that are inclined with respect to the horizontal plane. It is conjectured that the internal waves generated in the Luzon Strait may be confined between the double ridges in the strait and concentrate to a closed trajectory, the so-called internal wave attractor, due to the reflection of wave beams from the lateral boundaries, sea surface and bottom. This work carried out two experiments using a three dimensional non-hydrostatic general circulation model, MITgcm, to investigate the possibility that the ridges in the Luzon Strait allows for internal wave attractors. Baroclinic current in both of the experiments demonstrate the forming of ring-like patterns in some section around 20° and 21°N, indicating that the development of the internal wave attractors are allowed in the Luzon Strait. The different resolutions and initial conditions in the two experiments also reveal that the internal-wave-attractor phenomenon is robust in this region.  相似文献   

16.
Recent numerical studies (Hibiya et al., 1996, 1998, 2002) showed that the energy cascade across the internal wave spectrum down to small dissipation scales was under strong control of parametric subharmonic instabilities (PSI) which transfer energy from low vertical mode double-inertial frequency internal waves to high vertical mode near-inertial internal waves. To see whether or not the numerically-predicted energy cascade process is actually dominant in the real deep ocean, we examine the temporal variability of vertical profiles of horizontal velocity observed by deploying a number of expendable current profilers (XCPs) at one location near the Izu-Ogasawara Ridge. By calculating EOFs, we find the observed velocity profiles are dominated by low mode semidiurnal (∼double-inertial frequency) internal tides and high mode near-inertial internal waves. Furthermore, we find that the WKB-stretched vertical scales of the near-inertial current shear are about 250 sm and 100 sm. The observed features are reasonably explained if the energy cascade down to small dissipation scales is dominated by PSI.  相似文献   

17.
Internal inlet for wave generation and absorption treatment   总被引:1,自引:0,他引:1  
A new method of implementing, in two-dimensional (2-D) Navier–Stokes equations, a numerical internal wave generation in the finite volume formulation is developed. To our knowledge, the originality of this model is on the specification of an internal inlet velocity defined as a source line for the generation of linear and non-linear waves. The use of a single cell to represent the source line and its transformation to an internal boundary condition proved to be an interesting alternative to the common procedure of adding a mass source term to the continuity equation within a multi-cell rectangular region. Given the reduction of the source domain to a one-dimensional region, this simple new type of source introduced less perturbation than the 2-D source type. This model was successfully implemented in the PHOENICS code (Parabolic Hyperbolic Or Elliptic Numerical Integration Code Series). In addition, the volume of fluid (VOF) fraction was used to describe the free surface displacements. A friction force term was added to the momentum transport equation in the vertical direction, in order to enhance wave damping, within relatively limited number of cells representing the sponge layers at the open boundaries. For monochromatic wave, propagating on constant water depth, numerical and analytical results showed good agreements for free surface profiles and vertical distribution of velocity components. For solitary wave simulation, the wave shape and velocity were preserved; while, small discrepancy in the tailing edge of the free surface profiles was observed. The suitability of this new numerical wave generation model for a two source lines extension was investigated and proven to be innovative. The comparisons between numerical, analytical and experimental results showed that the height of the merging waves was correctly reproduced and that the reflected waves do not interact with the source lines.  相似文献   

18.
汕头近岸区的台风波浪(一)实测记录的分析   总被引:3,自引:0,他引:3  
作者选择了汕头近岸区某测点的台风(包括热带风暴和强热带风暴,下同)波浪从下列三个方面进行分析研究:(一)实测记录的分析;(二)后报台风波浪及其基本特征;(三)各种重现期台风波浪要素的确定。力图为该近岸区海岸工程设计中必须考虑的水动力参数提供依据。本文,着重分析了实测台风波浪能量的分布,给出台风过程波浪能量随频率和方向的变化;波浪能量的集中程度以及台风过程测点出现波高最大值时波浪能量随频率和方向的分布等。从实测资料的分析揭示台风波浪能量的结构。  相似文献   

19.
大尺度圆柱墩群周围的波流场的数值模拟   总被引:5,自引:0,他引:5  
本文对波流共同作用下大尺度圆柱墩群周围的波流场进行了数值研究。利用波浪弥散关系的迭代计算求得波向与流向的夹角以及波浪的相对频率。流场通过求解浅水环流方程得到,波浪场通过求解含流的缓坡方程得到,通过二者的迭代计算得到大尺度圆柱墩群周围的波流场的耦合解。用有限元法建立了数值模型,并将本文的计算数据与试验数据以及其他学者计算数据进行了比较,结果较为合理。  相似文献   

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