The filtration of public water-supplies: Third edition, revised and enlarged.Hazen, Allen
Science
The filtration of public water-supplies: Third edition, revised and enlarged.
Hazen, Allen
Filters and filtration; Water-supply
The last case is that of a large river, with a drainage area of over
11,000 square miles. The observations extended over a full year. In
this period there were sixteen floods, each lasting from one to six
days, and the sum of the turbidities for the one tenth of the whole
number of days when the water was muddiest is 45 per cent of the
aggregate turbidities for the year. The floods occurred on an average
of once in 22 days, and the average duration was two and one half days.
The results are very striking as showing that a very large proportion
of the mud is carried by the water in flood flows of comparatively
short duration. They also show that in small streams the proportion of
mud in the flood-flows is greater, and the average duration of floods
is shorter, than in larger streams. In other words, the differences
between flood- and low-water flows are greatest in small streams, and
gradually become less as the size of the stream increases.
When a stream is used for water-works purposes in the usual way, a
certain quantity of water is taken from the stream each day, which
quantity is nearly constant, and is not dependent upon the condition
of the stream, or the volume of its flow. The proportions of the
total flows taken at high- and low-water stages are very different,
and it thus happens that the average quality of the water taken for
water-works purposes is different from the average quality of all the
water flowing in the stream.
Let us assume, for example, a stream having a watershed of such a
size that in times of moderate floods water from the most distant
points reaches the water-works intake in twenty-four hours. Let us
assume further that rainfalls of sufficient intensity to cause floods
and muddy water occur, on an average, once in ten days, and that the
turbidity of the water at these times reaches 1.00, and that for the
rest of the time the turbidity averages 0.10. Let us assume further
that at times of storms the average flow of the stream is 100 units
of volume, and for the nine days between storms the average flow is
10 units of volume. We shall then have in a ten days’ period, for one
day, 100 volumes of water with a turbidity of 1.00, and nine days with
10 volumes each, or a total of 90 volumes of water with a turbidity
of 0.10. The total discharge of the stream will then be 190 volumes,
and the average turbidity 0.57. The turbidity of 0.57 represents the
average turbidity all the water flowing in the stream, or, in other
words, the turbidity which would be found in a lake if all the water
for ten days should flow into it and become thoroughly mixed without
other change.
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