River and Canal Engineering, the characteristics of open flowing streams, and the principles and methods to be followed in dealing with them.Bellasis, E. S. (Edward Skelton)
Science
River and Canal Engineering, the characteristics of open flowing streams, and the principles and methods to be followed in dealing with them.
Bellasis, E. S. (Edward Skelton)
Canals; Hydraulic engineering; Rivers
5. =Prevention of Floods.=--The extended use of field drains has, in
recent years, done much to increase the severity of floods in England
and other countries. One method of mitigating or preventing floods
is the construction of reservoirs for storing the water. Reservoirs
locally known as “washes,” formed by setting back the embankments,
exist on the Fen rivers. One wash, on the Nene, below Peterborough, is
12 miles long and half a mile wide and is filled, in floods, to a depth
of 7 feet and holds 1 inch of rainfall over the river basin, and this
is found to be sufficient. Reservoir construction is, however, in most
cases, impracticable owing to the expense. To store the water which is
given by 1 inch of rain in the basin of the Thames, a reservoir would
be needed 50 feet deep and covering about 7 square miles. It might cost
£7,000,000.
The afforestation or reforestation of river basins (CHAP. II.,
_Art. 4_) is also occasionally undertaken, but is not generally
practicable.[20]
The most practicable methods for preventing flooding are lowering the
water-level of the stream and constructing embankments along it. These
will be considered in the next two articles.
6. =Lowering the Water-Level.=--The water-level of a given length of
stream can be lowered by lowering the bed, widening the channel or
straightening the channel. The efficiency of these processes is in
the order named. As stated in CHAP. I., _Art. 4_, the alteration to
the channel must in any case be continued to some point downstream of
the reach under consideration. Let the channel be supposed to be of
“shallow” section with sloping sides. Let W be the mean width, D the
depth, and S the slope. Let it be required to lower the water-level by
an amount equal to D/5. This can be effected by lowering the bed by
about 25 per cent. of D, or by increasing the width by about 50 per
cent., or by increasing the slope by about 100 per cent. If the bed is
lowered, V is not affected, and the mean width is reduced. Increase
in W reduces D, and therefore reduces the hydraulic radius and the
velocity. Hence the large amount of widening necessary. When S is
increased the velocity, if R remains the same, is affected only as √S
(_Hydraulics_, CHAP. VI., _Art. 2_), but the depth of water is reduced
and R therefore reduced. Dressing the sides of a channel, so as to make
it smoother, produces the same effect as a slight widening.
It does not, of course, follow that lowering the bed is always the
best plan and straightening the worst. Any one of the processes may be
more or less impracticable because, for instance, of the hardness of
the material to be removed, or the expense--including compensation--of
removing obstructions.
A particular kind of widening consists in digging a new channel and
keeping both the new and the old channel open.
Public-domain text, read in full here on John Shaqi.
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