1
This section covers canal types, components, alignment, design of stable/alluvial/lined canals (Kennedy's and Lacey's theories), components of a weir/barrage, seepage theories (Bligh's, Lane's, Khosla's), silt control structures, and design of weir/barrage and energy dissipaters.
2
Canal Types, Components and Alignment Canals are classified by function (main canal, branch canal, distributary, minor, watercourse — decreasing order of discharge) and by alignment (watershed/ridge canal, contour canal, side-slope canal).
3
Watershed/ridge canal: runs along the ridge/watershed line, so it can irrigate on both sides by gravity without crossing any natural drainage — no cross-drainage works needed.
4
Contour canal: runs roughly along a contour in hilly/undulating terrain, crosses natural drainages, so cross- drainage structures are required; can only irrigate on one side (the lower side).
5
Side-slope canal: aligned along the side slope, roughly at right angles to contours, has a steep bed slope; often used as a link between a watershed canal and a contour/drainage channel.
6
Canal network components: head regulator, cross regulators, escapes (surplus weirs), canal falls, and canal outlets, in addition to the canal prism itself (bed width, depth, side slopes, freeboard).
7
Tractive Force Approach and Stable/Alluvial Canal Design Tractive force (unit tractive force): the drag force exerted by flowing water per unit wetted area of the channel boundary, approximated as τ=γRS (γ=unit weight of water, R=hydraulic radius, S=bed slope).
8
Channel is stable when the tractive force does not exceed the critical (permissible) tractive force of the boundary material.
9
Kennedy's theory: based on the concept of critical velocity Vo, the velocity that just keeps silt in suspension without scouring or silting;
10
Vo=0.55my0.64 (y=depth of flow, m=critical velocity ratio, a factor for silt grade).
11
Assumes a fixed, empirically-based silt factor and rough-and-ready roughness (Kutter's formula) — does not consider silt concentration or channel shape rationally, and does not directly give channel bed slope.
12
Lacey's theory: based on the concept of a channel in regime (a dynamic equilibrium state where the channel neither silts nor scours over time, on average).
13
Key relations: silt factor f=1.76√dm (dm=mean particle size, mm); velocity V=(Qf²/140)1/6; hydraulic radius/mean depth and wetted perimeter P=4.75√Q; bed slope S=f5/3/(3340Q1/6).
14
Lacey's theory is considered more rational/comprehensive than Kennedy's, as it directly relates all regime channel dimensions and slope to discharge and silt factor.
15
Lined canals: lined with concrete, brick, or other impermeable material to reduce seepage losses, permit higher permissible velocity (steeper gradient, smaller cross-section, hence cost savings on excavation despite lining cost), reduce weed growth, and reduce maintenance.
16
Economic analysis of lining compares capital + maintenance cost of lining against value of water saved and other benefits over the project life.
17
Components of a Weir / Barrage Component Function Impervious floor (apron) Provides a impermeable barrier to control seepage/uplift beneath the structure and dissipate energy Crest / weir wall Raises upstream water level to the required pond level for diversion into the canal Piers and gates Divide the waterway into bays and regulate flow, allow flushing of silt/flood discharge Divide wall Separates the undersluice portion (silt-excluding) from the main weir/barrage portion Fish ladder Allows fish passage past the barrage Guide banks Confine and guide the river flow towards the barrage, preventing outflanking Seepage Theories, Silt Control and Design Bligh's creep theory: assumes seepage travels along the contact profile of the base of the structure (the 'creep length' L, sum of horizontal and vertical creep) at a uniform loss of head per unit length (H/L, the coefficient of Bligh's percolation);
18
HL/L must not exceed a safe value 1/C (C=Bligh's coefficient, depends on soil type) to prevent piping.
19
A simple but conservative theory that does not distinguish between horizontal and vertical creep, nor account for the exit gradient concentration.
20
Lane's weighted creep theory: refines Bligh's theory by weighting vertical creep three times more effective than horizontal creep in reducing uplift (since seepage more readily follows steep/vertical paths), giving a weighted creep length Lw=Σ(Vertical)+Σ(Horizontal)/3.
21
Khosla's theory (method of independent variables): the most rigorous of the three, based on potential flow theory; treats the seepage flow net beneath a composite profile as a combination of elementary standard forms (straight floor with sheet piles at ends/intermediate points) analysed independently, then corrected for floor thickness, interference between piles, and the slope of the floor.
22
Also identifies the critical exit gradient (hydraulic gradient at the downstream end where seepage emerges) — the actual exit gradient must remain below the critical value to prevent piping/undermining.
23
Silt-control structures: silt excluders are located in the river bed upstream of the undersluices, excluding coarser silt from entering the canal by diverting bed-layer flow away from the head regulator; silt ejectors are located in the canal itself, downstream of the head regulator, removing silt that has already entered the canal by creating a rapid vortex/tunnel flow that ejects silt-laden water back to the river; settling basins allow silt to settle out of slow-moving water before it enters the main canal system.
24
Design of weir/barrage includes fixing the crest level (from required pond level and afflux), waterway/length (from Lacey's regime perimeter), and the thickness of the impervious floor at each section (from the uplift pressure computed by Khosla's/Bligh's theory, providing adequate weight of floor plus any anchoring to resist uplift).
25
Energy dissipaters (e.g. a hydraulic-jump stilling basin downstream of the glacis) dissipate the high kinetic energy of water passing over/under the weir, preventing scour of the downstream bed and protecting the structure; friction blocks, chute blocks and end sills are commonly used within the stilling basin to help stabilize and shorten the jump.