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
Now let us compute the average turbidity of the water taken from the
stream for water-works purposes. The water-works require, let us
say, one volume each day, and we have for the first day water with a
turbidity of 1.00, and then for nine days water with a turbidity of
0.10. The average turbidity of the water taken by the water-works for
the period is thus only 0.19 in place of 0.57, the average turbidity of
the whole run-off.
The average turbidity of all the water flowing in the stream is thus
three times as great as that of the water taken from the stream for
water-works purposes.
It is often noted that with long streams the water becomes muddier
farther down, and it may naturally be thought that it is because of the
added erosion of the stream upon its bed in its longer course. This, of
course, may be a cause, or the lower tributaries may be muddier than
the upper ones, but the fact that the water taken at the lower point is
more muddy than farther up is not an indication of this.
Let us take, for example, a watershed of twice the size of that assumed
above, that is, so long that 48 hours will be required for the water
from the most remote feeders to reach the water-works intake. Let us
divide this shed into two parts, which we will assume to be equal, one
of which furnishes water reaching the intake within 24 hours, and the
other water reaching the intake between 24 and 48 hours. Now suppose
a storm upon the watershed producing turbidities equal to those just
assumed for the smaller stream. On the first day the water from the
lower half of the shed, namely, 100 volumes having a turbidity of 1.00,
passes the intake, but this is mixed with 10 volumes of water from
the upper half of the watershed, having a turbidity of 0.10, and the
total flow is thus 110 volumes of water having a turbidity of 0.92.
On the second day the water from the lower half of the watershed has
returned to its normal condition, and the flood-flow of the upper half
of the watershed, 100 volumes with a turbidity of 1.00, is passing,
and mingles with the 10 volumes from the lower half with a turbidity
of 0.10, and the total flow is again 110 volumes having a turbidity of
0.92. The following eight days, until the next rain, will have flows
of 20 volumes each, with turbidities of 0.10. The average turbidity of
all of the water flowing off is 0.57 as before, but the water taken
for water-works purposes will consist of 2 volumes of water with
turbidities of 0.92, and 8 volumes with turbidities of 0.10 making 10
volumes with an average turbidity of 0.26.
By doubling the length of the watershed we have thus doubled the length
of time during which the water is turbid, and have increased the
average turbidity of the water taken for water-works purposes from 0.19
to 0.26, although the average turbidity of all the water running off
remains exactly the same.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Elsewhere in the archive
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account