海岸动力学英文PPT课件Coastal Hydrodynamics3.2.ppt
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1、Coastal Hydrodynamics,Chapter 3 WAVE TRANSFORMATIONS,Stating ocean wave characteristics,Stating transformations of waves entering shallow water,2/38,Statistical characteristics of ocean waves,Chapter 3,3.1 Ocean Wave Characteristics,2.Wave height distribution and wave period distribution,3.Ocean wav
2、e energy spectra,4.Deep-water wave propagation,5/39,Chapter 3,What are statistically representative waves?,11/39,Chapter 3,3/38,Rayleigh distribution curve,Chapter 3,3/38,JONSWAP spectrum,Chapter 3,Example:a separate wave group moves from the generation area to the coastline.,6/38,Chapter 3,If R is
3、the distance from the leading edge of the storm fetch to point A on the coast,then time tob of first observation of arrival of the waves is,For a line source of waves,the final arrival time of waves is,7/38,Wave conservation,Chapter 3,3.2 Wave transformations in shallow water,2.Wave shoaling,3.Wave
4、refraction,4.Wave reflection,5.Wave diffraction,6.Wave breaking,8/38,Chapter 3,Several changes occur as a train of waves propagates into shallow water.One of the most obvious is the change in height as the wave shoals.Other changes such as the decrease in wave length with shallower depths and the ch
5、anges in wave direction are clearly observable from the air.,9/38,Chapter 3,The conservation of wave equation can be expressed as,1.Conservation of wave equations,This equation states that any temporal variation of the wave number vector must be balanced by spatial changes of the wave angular freque
6、ncy.,10/38,Chapter 3,If the wave field is constant in time,the wave period does not change with space,even as the water depth changes.This feature is very important because it is not only of convenience for the analysis of wave motions but also provides the theoretical basis for the experimental sim
7、ulations of water waves.,11/38,Chapter 3,2.Wave transformation in shoaling water,Assuming that the energy flux is conserved in the process of wave propagation,the wave height at a given water depth can be determined by:,12/38,Chapter 3,ks is named the shoaling coefficient(浅水变形系数),13/38,Chapter 3,Usi
8、ng the linear theory and recalling the dispersion relationship,we have,It is seen that the wave length at the water depth is determined from the water depth and deep water wave length,the latter easily calculated from the wave period.,14/38,Chapter 3,Wave properties in shallow water,15/38,Chapter 3,
9、It is seen that L and c decrease but n increases with decreasing depth.It can be found that there should be a small decrease in the wave height in the intermediate water depths to a value below the deep water wave height.The decrease is then followed by a rapid increase in H as shallower depths are
10、reached.,16/38,Chapter 3,Upon entering shallow water,waves are subject to refraction(折射),in which the direction of wave travel changes with decreasing depth of water in such a way that the crest tend to parallel the depth contours.,3.Wave refraction,17/38,Chapter 3,Change of wave ray,The horizontal
11、line along which waves travel is called a wave ray(波向线),which is defined as a line along which the wave number vector is always tangent.As energy travels in the direction of the wave,the wave energy associated with the wave travels along the wave ray also.,18/38,Chapter 3,Wave refraction in shallow
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