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Practically all our natural water is derived from precipitation, which we
shall call rain water even though it is partially in the form of snow in the
mountains and, to a much lesser extent, cloud, mist and dew. A popular belief
holds that the wells in the Mesaoria are fed from water which comes from the
Turkish Taurus mountains, but there is no scientific confirmation of this idea,
which is geologically highly improbable.

The average annual rainfall in Cyprus is about 48 cm, with a geographical
distribution of most in the Troodos massif, in the Kyrenia mountains and least
in the Western Mesaoria (see map). It should be noted that the map and the table
of the rainfall in the major towns diverge slightly, as they do not cover the
same period. This represents a total annual precipitation of about 4,500,000,000
tonnes (cubic metres) or almost 6,500 tonnes per inhabitant. In reality, the
water consumption per inhabitant, including all usage, is less than 300 tonnes
per year or about 4½ per cent of the total precipitation. If we are short of
water, it means that over 95% or our natural resource goes to waste. By careful
conservation measures, we should be able to improve this ratio considerably.
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Rainfall in Cyprus towns, centimetres, averaged 1923-1970 |
|
January |
February |
March |
April |
May |
June |
July |
August |
September |
October |
November |
December |
Total |
| Famagusta |
12.38 |
7.11 |
3.11 |
1.54 |
0.85 |
0.39 |
0.08 |
0.08 |
0.38 |
3.15 |
5.29 |
9.41 |
43.76
|
| Kyrenia |
15.10 |
11.75 |
4.26 |
1.81 |
1.54 |
0.31 |
0.00 |
0.06 |
0.39 |
2.96 |
7.68 |
12.45 |
58.30
|
| Larnaka |
13.46 |
7.48 |
3.10 |
1.95 |
1.03 |
0.89 |
0.11 |
0.00 |
0.89 |
3.09 |
4.39 |
10.44 |
46.82
|
| Lefkosia |
8.93 |
5.91 |
2.62 |
1.65 |
2.87 |
0.77 |
0.06 |
0.23 |
0.77 |
2.56 |
3.47 |
6.70 |
36.56
|
| Limassol |
12.38 |
7.74 |
3.61 |
2.06 |
0.85 |
0.91 |
0.00 |
0.00 |
0.06 |
2.83 |
4.90 |
10.81 |
46.16
|
| Paphos |
11.41 |
9.95 |
4.39 |
2.10 |
1.04 |
0.16 |
0.00 |
0.00 |
0.39 |
3.26 |
5.68 |
11.60 |
49.97
|
| Platres |
20.94 |
11.96 |
8.32 |
4.75 |
3.02 |
1.21 |
0.65 |
1.35 |
2.06 |
3.94 |
7.58 |
21.13 |
86.91
|
| Troodos |
13.53 |
24.24 |
12.40 |
7.01 |
3.98 |
2.06 |
0.65 |
1.08 |
1.65 |
6.23 |
8.77 |
24.29 |
105.90
|
The above graph shows the rainfall between October and April of
each year in this century (red line) and the 5 year moving average (dark blue
line). It can be seen that the rainfall is quite variable, ranging from just
over 200 mm to just under 800 mm in extreme years. The 2008 winter did not reach
even 200 mm. Over the winters of 1995/6, 1996/7 and 1997/8, the rainfall has
been consistently about 400 mm or about 15% less than average. This does not
explain why the dams have dropped to 90% less than maximum: the "drought" has
been an excuse for an increased and profligate use and wastage of water. The
rainfall situation was far worse in the early 1970s, but there was no real water
shortage, then. At the time of writing, the winter of 1998/9 is still in course,
but it would appear likely that the rainfall will be somewhat over-average,
probably between 500 and 600 mm. This will surely be insufficient to fill the
dams to more than a few percent more than they were a year earlier.
It is interesting to note that the 5-year average rainfall is
consistently falling over time and has dropped by about 100 mm since the start
of the century. It is impossible to draw conclusions as to the cause or causes,
but it seems likely that climate change is a major contributory factor. The
cause of this change is considered controversial by some but there would seem to
be increasing evidence, although no scientific proof, as yet, that it is due, at
least partially, by man-made activities, notably fossil fuel combustion, methane
production and the use of fluorocarbons. The 2007 IPCC report states that this
is "very likely" with a fractile probability exceeding 0.95. These emitted gases
which capture the infra-red radiation from the earth's surface and cause "global
warming". The following graph shows the average temperature in Cyprus from the
beginning of the century (red line) and the 5-year moving average (dark blue
line). It can be clearly seen that there has been a temperature rise
averaging about 1°C over the century, although there is no correlation between
the temperature and rainfall on a yearly basis. This is the difference between
weather and climate.
Without doubt, there is little likelihood of being able to increase
significantly the capture of rain by more large dams. The major valleys suitable
for this are already exploited and further development would be environmentally
and economically undesirable. Large numbers of small dams (surface areas of
water from 1,000 m2 to 10,000 m2) could be constructed on
seasonal water courses, often in small gullies up to 20 m deep which are
unsuitable for agriculture or other development. An average one could be
constructed to hold 75,000 tonnes. This seems small but, if it is exploited in
late spring to near-dryness, it would save so much water from being drawn off
the major dams or from ground water aquifers. This volume is typically that
consumed by a village of about 1,000 inhabitants for household use in a year.
The dams could be of earth construction, reinforced by boulders and a concrete
armature to prevent seismic collapse due to liquescence of the soil under
stress, with a typical constructional volume of 5,000 m3
of earth, mostly removed from the flooded part. The most important point to
consider is that no single dam should retain more than about 25 or 30 per cent
of the inflow at any time and no watercourse should be restricted by more than
50 per cent of the natural water flow at any given place. This would ensure that
the impact on the downstream natural ecosystem would be small. Automatic
flow-control would be desirable. The water quality may be potable in favourable
areas, but may be suitable only for agricultural irrigation in regions where
there are free toxic metallic ions or
micro-organism contamination from upstream.
There are several other ways that rain water may be conserved for some uses.
Over 25,000,000 tonnes of rain fall on metalled roads each year. If just half of
this could be collected into reservoirs, the volume would be equivalent to
almost the total potable water requirements of Lefkosia in a whole year. It is
emphasised that such water, untreated, would not be potable, being polluted with
asphalt, oil drips, rubber decomposition products, and organic particles from
diesel exhausts, but it could be easily and cheaply rendered suitable for
irrigation. As root absorption of water is by
osmosis, the weak salts would not be absorbed significantly into edible
crops. Such water would not be suitable for pisciculture as the pollutants may
enter into phytoplankton
which would be at the low end of a food chain, entering via fish into humans. No
significant harm would result from their entering the sea, as the dilution would
be sufficient that marine life would be unaffected.
Another way that rain could be conserved would be from the roofs of houses. A
typical modern villa may have a roof area of 100 m2. With the average
rainfall figure of 48 cm, the water falling onto it each year would therefore be
48 tonnes. It would be possible to collect at least 25 tonnes of this, which
would suffice for at least a quarter of the annual requirements for watering a
large (say, 1000 m2) garden. The cost of this would be the guttering
and downpiping, in PVC or metal, plus an underground reservoir and a pump. The
reservoir could be in an excavated hole of, say, 4 m by 5 m by 2 m deep, lined
with 2 mm thick welded polyethylene sheeting with a 10 cm reinforced concrete
cap, over which 30 cm of soil could be placed. If such a construction were to
become standard in new property, the extra cost would be typically about €1,000.
If it saved 25 tonnes per water per year, it would take about 15 years to
amortise, not counting interest on the investment, with water at an indicative
price of €2/tonne. This would therefore not be viable, if looked at from a
strictly economic point of view, but water, if it is lacking, has no price. The
government may care to consider the feasibility of offering small subsidies for
such constructions to reduce the amortisation period from 15 to 10 years, say
€200 per house with 100 m2 of roof and 25 tonnes of approved
reservoir capacity (pro rata for other sizes), or even to render such
conservation as required on new constructions, in an analogue manner to
anti-seismic measures. The cost of adding this to existing property would be
higher and more difficult, but not impossible to implement. This may also be
combined with a grey water system (see later), reducing the overall cost of
both.
With new multi-dwelling property developments, the situation would be much
more favourable, in that all roof and service road water runoff could be piped
to a central reservoir close to the lowest point. It could then be pumped back
to the individual houses via a second plastic water pipe system. Amortisation
and equitable distribution could be assured by metering the individual
consumptions. As a rough estimation, this would cost about 20 per cent less than
individual construction for a 20-house development and would conserve almost
twice as much water, probably sufficient for the garden requirements of the
whole estate, because of the captured road runoff. This would be economically
viable for the investment, with a write-off period of 7-8 years, again not
counting interest.
Not all rainwater can be made available because of losses through
evapotranspiration.
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