
CHAPTER 4
87
4.24
1 The speed of a surface current relative to the speed of
the wind responsible has been the subject of many
investigations. This is a complex problem and many
different answers have been put forward. An average
empirical value for this ratio is about 1:40 (or 0·025).
Some investigators claim a variation of the factor with
latitude but the degree of any such variation is in dispute.
In the main the variation with latitude is comparatively
small and, in view of the other uncertainties in determining
the ratio, can probably be disregarded in most cases.
2 The implication that a 40 kn wind should produce a
current of about 1 kn needs qualification. The strength of
the current depends on the period and the fetch over which
the wind has been blowing. With the onset of wind there is
initially little response in terms of water movement, which
gradually builds up with time. With light winds the slight
current that results takes only about 6 hours to become
fully developed, but with strong winds about 48 hours is
needed for the current to reach its full speed. A limited
fetch, however, restricts the full development of the current.
3 It seems reasonable to expect that hurricane force winds
might give rise to currents in excess of 2 kn, provided that
the fetch and duration of the wind sufficed. Reliable
observations, however, are rare in these circumstances.
Tropical storms
4.25
1 The effect of the very high wind in tropical storms is
usually reduced by the limited fetch due to the curvature of
the wind path, and by the limited period within which the
wind blows from a particular direction. Thus, with these
storms, it is the slow-moving ones which are liable to
cause the strongest currents.
2 In the vicinity of a tropical storm the set of the current
may be markedly different from that normally to be
expected. Comparatively little is known about such
currents, particularly near the centre of the storm, since
navigators avoid the centre whenever possible and
conditions within the storm field generally are unfavourable
to the accurate observation of the current.
3 The primary cause of the currents is the strong wind
associated with the storm. The strength of the current
produced by a given force of wind varies with the latitude
and is greatest in low latitudes. For the latitudes of tropical
storms, say 15° to 25°, a wind of force 10 would probably
produce a current of about 1 kn. It is believed that the
strength of the currents of tropical storms is, on the
average, the same as that which a wind of similar force,
unconnected with a tropical storm, would produce. These
currents, at the surface, set at an angle of 45° to the right
of the direction of the wind (in the N hemisphere) and
therefore flow obliquely outward from the storm field,
though not radially from the centre.
4 Unless due allowance is made for these sets, very
serious errors in reckoning may therefore arise. There are
examples of currents of abnormal strength being met in the
vicinity of tropical storms, and which cannot be accounted
for by the wind strength. The possibility of such an
experience should be borne in mind, particularly when near,
say within 100 miles, of the centre.
5 Other currents, not caused directly by the wind, may
flow in connection with these storms, but are probably
weak and therefore negligible in comparison with the wind
current.
4.26
1 The above remarks apply to the open ocean. When a
tropical storm approaches or crosses an extended coastline,
such as that of Florida, a strong gradient current parallel
with the coast will be produced by the piling up of water
against the coast. The sea level may rise by as much as
from 2 to 4 m on such occasions.
2 Whether the storm is in the open ocean or not there is a
rise of sea level inwards to its centre which compensates
for the reduction of atmospheric pressure. The extent of
this rise is never great, being about 0·5 m, according to the
intensity of the storm. It produces no current so long as the
storm is not changing in intensity. If the storm meets the
coast, however, the accumulation of water at its centre will
enhance the rise of sea level at the coast mentioned above
and so produce a stronger gradient current along the coast.
Gradient currents
4.27
1 Pressure gradients in the water cause gradient currents.
Gradient currents occur whenever the water surface
develops a slope, whether under the action of wind, change
of barometric pressure, or through the juxtaposition of
waters of differing temperature or salinity, or both. The
initial water movement is down the slope but the effect of
the Earth’s rotation is to deflect the movement through 90°
(to the right in the N hemisphere and to the left in the S
hemisphere) from the initial direction.
2 A gradient current may be flowing in the surface layers
at the same time as a drift current is being produced by the
wind. In this case the actual current observed is the
resultant of the two.
3 An interesting example of a gradient current occurs in
the Bay of Bengal in February. In this month the current
circulation is clockwise around the shores of the bay, the
flow being NE-going along the W shore. With the NE
Monsoon still blowing, the current is setting against the
wind. The explanation of this phenomenon is that the cold
wind off the land cools the adjacent water. A temperature
gradient thus arises between cold water in the N and warm
water in the S. Because of the density difference thus
created a slope, downwards towards the N, develops. The
resulting N-going flow is directed towards the right, in an
E direction, and so sets up the general clockwise
circulation.
Effect of wind blowing over a coastline
4.28
1 Slopes of the sea surface may be produced by wind.
When a wind blows parallel with the coastline or obliquely
over it, a slope of the sea surface near the coast occurs.
Whether the water runs towards or away from the coast
depends on which way the wind is blowing along the
coast, and which hemisphere is being considered. For
example, in the region of the Benguela Current (S
hemisphere) the SE Trade Wind blows obliquely to seaward
over the coast of SW Africa, ie, in a NW direction. The
total transport of water is 90° to the left of this, ie, in a
SW direction, and therefore water is driven away from the
coast.
2 The coastal currents on the E side of the main
circulations are produced in this way, by removal of water
from the coastal regions under the influence of the Trade
Winds. Since the gradient current runs at right angles to the
slope which in its turn is at right angles to the trend of the
coastline, the gradient current must always be parallel with
the coastline. Taking the Benguela Current as an example,
the water tending to run down the slope towards the coast