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GUIDE WAVE ANALYSIS AND FORECASTING - WMO

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matter and timing the intervals between successive crests<br />

passing by. It is necessary to do this for a number of<br />

waves, as many as is convenient and preferably at least<br />

ten, to form a good average value.<br />

8.3.1.2 Observations from coastal stations<br />

HEIGHT <strong>AND</strong> PERIOD<br />

At coastal stations, it is important to observe the height<br />

and period of waves at a spot where they are not<br />

deformed either by the wave being in very shallow water<br />

(i.e. of a depth only a low multiple of the wave height),<br />

or by the phenomenon of reflection. This means that the<br />

spot chosen for observations should be well outside the<br />

breaker zone; not on a shoal or in an area where there is<br />

a steep bottom gradient, nor in the immediate vicinity of<br />

a jetty or steep rocks which could reflect waves back on<br />

to the observation point. The observation point should be<br />

fully exposed to seaward, i.e. not sheltered by headlands<br />

or shoals.<br />

Observations are generally more accurate if a fixed<br />

vertical staff with some form of graduated markings can<br />

be used to judge the height of passing waves. Observing<br />

an object on the surface, such as a floating buoy, may<br />

also improve estimation.<br />

If the observations are to be of use for wave<br />

research it is important that:<br />

(a) They should always be taken at the same place, so<br />

that correction for refraction, etc. can be applied<br />

later;<br />

(b) The exact mean depth of water at the place and<br />

time of observation should be known, so that<br />

corrections for change of height with depth can be<br />

applied later.<br />

It is worth repeating here that, as for observations<br />

from ships, only the well-developed waves in the centres<br />

of the groups should be chosen for observation. The flat<br />

and badly formed waves between the groups should be<br />

entirely omitted, both from height and period observations.<br />

The mean height and period of at least 20 waves,<br />

chosen as above and hence not necessarily consecutive,<br />

should be noted.<br />

DIRECTION<br />

Coastal observations of wave direction are only meaningful<br />

at that particular location. If the user does not<br />

realize that the data were obtained at a site where<br />

shallow water has a major effect, i.e. refraction, his interpretation<br />

of the report could be erroneous. This problem<br />

is described more extensively in Chapters 1 and 7 (see<br />

also Figures 1.6, 1.7 and 1.8 which illustrate some<br />

effects in the coastal zone).<br />

8.4 Instruments for wave measurements<br />

Many different techniques are used for the measurement<br />

of sea waves. There is no universal instrument suitable<br />

for all wave measurements. An instrument used at one<br />

location may be entirely inappropriate at another posi-<br />

<strong>WAVE</strong> DATA: OBSERVED, MEASURED <strong>AND</strong> HINDCAST 91<br />

tion. Furthermore, the type of instrument to be deployed<br />

depends on the application for which the wave data is<br />

required. For example, the design of breakwaters at the<br />

coast depends on the properties of the longer waves or<br />

swell while the motions of small ships are influenced by<br />

short, steep seas. Care must therefore be taken in the<br />

choice of instrument. Finally, the chosen instrument<br />

must be capable of being readily deployed and have a<br />

good prospect of giving a high return of wave data for<br />

climatological purposes over at least one year.<br />

8.4.1 Types of instrument<br />

Wave measurement techniques can be grouped into three<br />

categories:<br />

(a) Measurements from below the sea surface;<br />

(b) Measurements at the sea surface;<br />

(c) Measurements from above the sea surface.<br />

8.4.1.1 Wave measurements from below the surface<br />

Systems to measure waves from below the surface have<br />

an advantage in that they are not as vulnerable to<br />

damage as systems on the surface. However, there are<br />

problems in bringing the data ashore as cable is expensive<br />

and can be damaged. An alternative technique is to<br />

transmit the information by radio from a buoy moored<br />

nearby.<br />

Pressure transducers are most often used in shallow<br />

water (< 15 m) but have also been mounted below the<br />

surface on offshore platforms in deep water. Here the<br />

change in pressure at the sensor is a measure of wave<br />

height. A pressure spectrum at the measurement depth<br />

can be derived from the pressure signal using spectral<br />

analysis. The measured pressures must be corrected for<br />

hydrodynamic attenuation with depth. For this purpose<br />

linear wave theory (see Section 1.2) is used (although<br />

there is evidence that the correction it gives is too small).<br />

One-dimensional wave spectra and associated parameters<br />

such as significant wave height can then be<br />

calculated. The attenuation has the effect of filtering out<br />

the shorter wavelengths, but for most practical applications<br />

the loss of high frequency wave information is not<br />

a disadvantage. However, if the water depth is greater<br />

than about 10–15 m, the attenuation affects too much of<br />

the frequency range and the correction factors become<br />

very large, diminishing the value of the data.<br />

Inverted echo sounders on the sea-bed can also be<br />

used in shallow water. The travel time of the narrow<br />

beam of sound is directly related to wave elevation and<br />

gives a measurement without depth attenuation. In<br />

severe seas, however, the sound beam is scattered by<br />

bubbles from breaking waves making the measurements<br />

unreliable.<br />

8.4.1.2 Wave measurements at the sea surface<br />

In shallow water, where a platform or structure is available,<br />

it is possible to obtain wave measurements at the<br />

sea surface by using resistance or capacitance wave<br />

staffs. The wave elevation is then directly related to the

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