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
Regarding the distribution of the silt at various depths, in water 5 to
17 feet deep, the quantity of silt near the bed may, when the charge is
heavy and consists of mixed silt, be 1¼ to 3 times that at the surface.
If the charge is fine mud, there is likely to be as much silt at the
surface as near the bed, if sand, there may be none at the surface and
little in the upper part of the stream.
In all cases single observations are likely to show extraordinarily
discordant results; a number of observations must be made at each point
and averaged.
6. =Practical Formulæ and Figures.=--A stream which carries silt
generally rolls materials along its bed. The proportion between the
quantities of material rolled and carried is never known, and this
makes it impossible to frame an exact formula applicable to such cases,
but Kennedy, from his observations on canals fully charged with the
heavy silt and fine sand usually found in Indian rivers near the hills,
arrived at the empirical formula for critical velocities
V = ·84 D^{·64}
The observations were made on the Bari Doab Canal and its branches, the
widths of the channels varying from 8 feet to 91 feet, and the depths
of water from 2·3 feet to 7·3 feet. The beds of these channels have,
in the course of years, adjusted themselves by silting or scouring, so
that there is a state of permanent régime, each stream carrying its
full charge of silt, and the charges in all being about equal. From
further observations referred to above (_Art. 3_, par. 2) it appears
that this kind of silt forms about 1/3300 of the volume of the water,
and that on the Sirhind Canal, sand coarser than the (·10) class,
formed 1/35,000 of the volume of water.
The formula gives the following critical velocities for various
depths:--
D = 1 2 3 4 5 6 7
V_{0} = ·84 1·30 1·70 2·04 2·35 2·64 2·92
D = 8 9 10
V_{0} = 3·18 3·43 3·67.
In Indian rivers not near the hills the silt carried is not so heavy,
and the critical velocities are supposed to be about three-fourths of
the above. Thrupp (_Min. Proc. Inst. C.E._, vol. clxxi.) gives the
following ranges of velocities as those which will enable streams to
carry different kinds of silt. It does not appear that the streams
would be fully charged except at the higher figure given for each case.
D = 1·0 10·0
V = 1·5 to 2·3 3·5 to 4·5 (Coarse sand).
V = ·95 to 1·5 2·3 to 3·5 (Heavy silt and fine sand).
V = ·45 to ·95 1·2 to 2·3 (Fine silt).
Public-domain text, read in full here on John Shaqi.
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