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Stepwise design of head regulator

Short answer

Collect Q, levels, silt factor f. Fix crest 0.6-1.2 m above bed. Find waterway from broad-crested weir formula. Compute Lacey's scour R=1.35(q^2/f)^{1/3}, provide u/s and d/s cut-offs. Determine impervious floor length by Khosla's exit gradient, thickness from residual uplift. Add inverted filter and launching apron.

Write down step by step design procedure of head regulator.

The design of a canal head regulator proceeds in these steps.

  1. Collect data: canal discharge QQ, river HFL, pond level, canal FSL and bed level, silt factor ff, safe exit gradient.
  2. Crest level: fix the crest 0.6 to 1.2 m above the river bed or under-sluice crest, so that bed load is excluded.
  3. Waterway: head over the crest H=H = pond level −- crest; L=QC H3/2L = \dfrac{Q}{C\,H^{3/2}} with C=1.7C = 1.7 (broad crest). Provide bays and piers.
  4. Height of gates: pond level ++ free-board; top of piers above HFL.
  5. Scour depth and cut-offs: R=1.35(q2/f)1/3R = 1.35(q^2/f)^{1/3}; d/s cut-off to 1.5R1.5R below the d/s water level, u/s cut-off to 1.0R1.0R or less.
  6. Impervious floor length: from Khosla's exit gradient, GE=Hsd1πλG_E = \dfrac{H_s}{d}\dfrac{1}{\pi\sqrt{\lambda}}, with HsH_s the maximum static head; α=b/d\alpha = b/d from λ\lambda; b=αdb = \alpha d.
  7. Floor thickness: from the uplift pressure at key points by Khosla's method, t=hG−1t = \dfrac{h}{G-1}.
  8. Protection works: d/s inverted filter and launching apron, u/s block protection, wing walls.
  9. Check the stability of piers and the exit gradient; prepare drawings.

✓ Answer checked by Claude Opus 5.5 (high effort)

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