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Water logging and drainage

Intermediate Irrigation and Water Resources Engineering Reviewed 24 Oct 2026 2 min read

A field is waterlogged when the water table rises so close to the surface that the root zone is saturated. Roots cannot breathe, crops yield poorly, and as water evaporates from the surface it leaves salts behind, turning the soil saline or alkaline. Large areas in canal-irrigated commands of north-west India and elsewhere have suffered from this.

The causes are an imbalance between recharge and drainage: seepage from unlined canals and distributaries, over-irrigation, poor natural drainage of flat land, obstruction of natural streams by roads and embankments, and rising rivers. The cure is to restore the balance: line canals where seepage is high, irrigate efficiently, use groundwater conjunctively with canal water, and provide drainage.

Diagram: Indiacon original, not to scale.

Surface drains remove excess rain and irrigation water. Subsurface drains, perforated pipes or tile lines laid at a depth of about 1 to 2 m, lower the water table between them. Their spacing depends on the soil's hydraulic conductivity, the drainage rate to be removed, the depth of the drains and the depth of an impermeable layer below. Simple steady-state equations, such as the ellipse equation, give a first estimate; Hooghoudt's method refines it for flow converging to the drains.

Once the water table is controlled, salts can be leached by applying extra water that percolates through the root zone and is carried away by the drains. Monitoring wells and soil salinity surveys show whether reclamation is working.

Tip

Line the canals that leak most before installing field drains; it attacks the cause.

Key formulas
  • Ellipse (Donnan) equation: S² = 4 K (b² − a²) / q
  • b = height of mid-way water table above impermeable layer; a = height of water in drains above impermeable layer; q = drainage rate
Common mistake

Leaching salts without working drains, which just raises the water table again.

Solved example

Problem. Subsurface drains are planned in soil with K = 0.5 m/day over an impermeable layer. The design drainage rate is 0.002 m/day. The allowed mid-way water table is 4.5 m above the impermeable layer, and water in the drains stands 3.0 m above it. Find the drain spacing by the ellipse equation.

  1. b² − a² = 4.5² − 3.0² = 20.25 − 9.00 = 11.25 m².
  2. S² = 4 × 0.5 × 11.25 / 0.002 = 22.5 / 0.002 = 11 250 m².
  3. S = √11 250 = 106 m.
  4. Adopt about 100 m and refine with Hooghoudt's method, which allows for convergence of flow near the drains.

Answer. Drain spacing about 106 m (adopt about 100 m)

Quick quiz

1Why does waterlogging cause salinity?

Evaporation from a high water table leaves salts in the topsoil.

2Name two causes of waterlogging in canal commands.

Canal seepage and over-irrigation (also poor natural drainage).

3What must accompany leaching of salts?

Drainage to carry the salty water away.

Code note
  • IS 9452 (India): Measurement of seepage losses from canals.

Cited by number and clause only. We do not reproduce clause text, tables or figures (BIS Act 2016, s.10(5) and s.11). Check the current edition and amendments before use.

References and further reading

Standard texts, listed in no order of merit. We do not copy text, figures, tables or solved problems from any book; our explanations and examples are original.

  • S. K. Garg, Irrigation Engineering and Hydraulic Structures, Khanna Publishers, latest edition.
  • G. L. Asawa, Irrigation and Water Resources Engineering, New Age International, latest edition.

Free and official sources

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