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East Asia and Western Pacific METEOROLOGY AND CLIMATE

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405<br />

The results shown In Fig. 1 are for the open sea, with the data<br />

illustrating that the proposed formulae can be applied to very high wind<br />

velocities up to 50 or 60 m s~<br />

(Wu 1980, 1982). We have also provided<br />

modifications due to air-sea temperature differences; see Fig. 2, where<br />

C<br />

is the wind-stress coefficient obtained under unstable (or stable)<br />

conditions, Z is the anemometer height, <strong>and</strong> L is the Monin-Obukhov<br />

stability length (Papadiraitrakis et al. 1987). Such a figure, of<br />

course, is familiar to you for results over l<strong>and</strong>; but this is over the<br />

sea surface. 2.0<br />

Sable Conditions:<br />

CJ/C10«*xpf0.70Z/U<br />

}— C,/C10 » exp 1-0.95 2/U<br />

Figure 2.<br />

Variations of Wind-Stress Coefficient with Stability<br />

Length. The shaded areas cover the range of variation of<br />

results from various investigations. This is reproduced<br />

from ttu (1986).<br />

Speaking about the sea surface, we have to deal with waves. A<br />

parameter, the so—called wave age, is used; it can be expressed in one<br />

of two ways, either as the ratio between the phase velocity of dominant<br />

ocean waves <strong>and</strong> the wind velocity c/ u i/y or with the wind-friction<br />

velocity c/u^. For the open sea where dominant ocean waves propagate<br />

in pace with the wind, the ratio C/U IQ has a value of nearly unity.<br />

The corresponding value for c/u^ is about 25. At short fetches near<br />

shore or fronts, the dominant waves are shorter <strong>and</strong> have a smaller

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