Irrigation works : $b the principles on which their design and working should be based, with special details relating to Indian canals and some proposed improvements — John Shaqi
Irrigation works : $b the principles on which their design and working should be based, with special details relating to Indian canals and some proposed improvementsBellasis, E. S. (Edward Skelton)
Science
Irrigation works : $b the principles on which their design and working should be based, with special details relating to Indian canals and some proposed improvements
Bellasis, E. S. (Edward Skelton)
Canals; Irrigation
(8) At such a bifurcation it may be necessary, during times of low
supply, to head up the water in the main channel and some silt may
temporarily be deposited in it. When the heading up ceases, the silt
is scoured away but it mostly goes into the branch whose bed level is
the lower. It is best to design such bifurcations so that the sill
levels of the two branches are equal and, if possible, so that their
bed levels are equal.[11] Otherwise the channel which is likely to get
most silt should have the steeper gradient.
(9) Any existing well established régime should not be tampered with.
[11] Appendix A in _River and Canal Engineering_ deals with some
instances of fallacies in questions concerning flow in open streams.
An extract from it describing a remarkable divide wall recently
constructed at the head of the Gagera branch, Lower Chenab Canal, is
given in Appendix A of this book.
Experience shows that in designing Irrigation Channels in the plains of
India in accordance with Kennedy’s figures, the maximum ratio of bed
width to depth of water is as follows:--
Discharge, c. ft. per second 10 25 100 200 500 1,000
Ratio 3·5 4 4·5 5 6 6
The actual gradients of the canals generally range from about 1 in 8,000
for a main canal to 1 in 2,000 for the tail of a distributary, but near
the head of a canal where the bed is of boulders and shingle, the
gradient may be as steep as 1 in 1,000.[12] The velocity in this last
case may be 5 feet per second but generally it is not more than 3 or 4
feet per second in canals and branches, and 1 to 2 feet per second in
distributaries.
[12] On the Upper Jhelum Canal, 1 in 970.
In designing the channels, N, in Kutter’s co-efficient, may be taken as
·0225 or ·020, according to judgment. For new and smooth channels ·020
is generally correct. A channel generally becomes rougher by use but
sometimes it becomes smoother. Cases have occurred in which N has been
found to be ·016. This question is discussed in _Hydraulics_, Chap. VI.
The bed width of a canal is reduced, where a distributary takes off, in
such a way that when the canal and distributary are both running full,
the depth of water in the canal continues to be uniform and the flow to
be uniform. When the distributary is closed there is heading up in the
canal upstream of the off-take, but not enough to make any appreciable
difference unless the capacity of the distributary is a large fraction
of that of the canal and even then no harm is likely to result.
Public-domain text, read in full here on John Shaqi.
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