Agriculture & Soil
Basic

Irrigation Water Requirement

Water volume to apply a given depth over a field.

Formula

V=A×dV = A \times d

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Variables

VVolume (m³)
AArea (m²)
dDepth (m)

Example

1 ha (10,000 m²), 25 mm: V = 250 m³

How it works

This formula finds the total amount of water needed by treating the irrigated field like a shallow box: area tells you how much ground is covered, and depth tells you how thick the layer of water is. Multiplying area by depth gives a volume, so the result is the amount of water in cubic metres. It works because volume is always calculated as the amount of surface covered times the thickness of the layer.

When to use it

Use this when planning irrigation for crops, lawns, nurseries, or any field where you want to apply a uniform layer of water over a known area. It is also useful for converting a target water depth in millimetres into the actual volume of water to pump or deliver.

Worked example, step by step

A vegetable plot has an area of 2,500 m² and needs 18 mm of water. Convert depth to metres: 18 mm = 0.018 m Use the formula: V = A × d Substitute values: V = 2,500 × 0.018 Calculate: V = 45 Final answer: 45 m³ of water is required

Common mistakes to avoid

  • Using millimetres for depth without converting to metres first
  • Mixing up area units, such as using hectares directly instead of converting to square metres
  • Forgetting that the result is a volume in cubic metres, not litres or millimetres

Did You Know?

Applying 1 mm of water over a hectare takes 10,000 litres — irrigation adds up fast.

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Reviewed & maintained by the FormulaWon editorial teamLast reviewed September 2026