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Agricultural engineering and water

Sprayer calibration (worked)

Calibrating boom, knapsack and orchard sprayers step by step: speed, nozzle flow and uniformity, application rate, adjustments and tank mix sums.

Exam essential5 min readUpdated
On this page
  1. What determines the application rate
  2. Calibrating a boom sprayer
  3. Knapsack sprayers
  4. Orchard (air-blast) sprayers
  5. Key points
  6. What the exams ask
  7. Questions people ask
  8. Sources
  9. Related on Laisha
  10. Discussion

A pesticide label gives a dose per hectare and a spray volume. Whether the crop actually receives that dose depends on the sprayer: how fast it travels, how much each nozzle delivers, and how evenly. Surveys of farm sprayers in many countries have found that a large share apply rates well above or below what their operators believe, because of worn nozzles, wrong pressure, or a guessed speed. Under-dosing fails to control pests and encourages resistance; over-dosing wastes money, risks crop injury and residues, and harms the environment. Calibration fixes this, and it takes only a stopwatch, a measuring jug and a tape.

Sprayer calibration is a standard practical and numerical exam topic in plant protection and farm machinery.

What determines the application rate

For a boom sprayer, the volume applied per hectare depends on three things:

A sprayer boom seen from behind: flat-fan nozzles 50 centimetres apart, held at the correct height above the crop so that each fan overlaps its neighbours to give an even spray; too low a boom leaves striped gaps, too high increases drift; the application rate depends on nozzle flow, travel speed and nozzle spacing boom crop canopy spacing 0.5 m height L/ha = nozzle flow (L/min) × 600 ÷ (speed km/h × spacing m)
A boom sprayer from behind. Nozzle spacing and boom height together give overlapping fans and an even spray.Diagram: Laisha, original.
Boom sprayer application rate
Application rate (L/ha) = nozzle flow (L/min) × 600 ⁄ (forward speed in km/h × nozzle spacing in m)
  • Nozzle flow depends on nozzle size and pressure. For hydraulic nozzles, flow is proportional to the square root of pressure: doubling pressure increases flow only about 41 per cent, and also makes droplets finer.
  • Forward speed: doubling speed halves the volume per hectare.
  • Nozzle spacing, usually 50 cm on modern booms.

Calibrating a boom sprayer

  1. Check the sprayer: clean filters and nozzles, check hoses and the pressure gauge, and use nozzles of the same type and size.
  2. Measure speed: mark 50 or 100 m in the field (not on a road), and time the tractor over it in the working gear and engine speed, with the tank about half full. Speed (km/h) = distance (m) ÷ time (s) × 3.6.
  3. Measure nozzle flow: with the sprayer stationary at working pressure, collect the output of each nozzle for one minute in a measuring jug.
  4. Check uniformity: replace any nozzle whose flow differs from the average by more than about 10 per cent, or more than about 5 to 10 per cent above the manufacturer's rating for a new nozzle.
  5. Calculate the application rate with the formula, and compare with the target.
  6. Adjust: change speed (most effective), pressure (small changes only) or nozzle size, and recheck.
  7. Set boom height so fans overlap correctly, typically about 50 cm above the target for 110° flat-fan nozzles at 50 cm spacing.
Worked example

Calibrating a 6 m boom

A boom has 12 flat-fan nozzles at 0.5 m spacing. The tractor covers 50 m in 30 seconds.

  • Speed = 50 ÷ 30 × 3.6 = 6.0 km/h.

One-minute catches (L): 0.78, 0.80, 0.82, 0.79, 0.81, 0.80, 0.76, 0.83, 0.80, 0.79, 0.81, 0.81.

  • Mean flow = 0.80 L/min. Lowest is 0.76 (5 per cent below), highest 0.83 (4 per cent above): all within 10 per cent, so the nozzles are acceptable.
  • Application rate = 0.80 × 600 ÷ (6.0 × 0.5) = 480 ÷ 3 = 160 L/ha.

The target is 200 L/ha. Options:

  • Slow down: speed = 0.80 × 600 ÷ (200 × 0.5) = 4.8 km/h.
  • Raise pressure: flow must rise to 1.0 L/min. Since flow ∝ √pressure, if the current pressure is 3 bar, new pressure = 3 × (1.0 ÷ 0.8)2 ≈ 4.7 bar, which also makes droplets finer and may exceed the nozzle's best range. Changing to a larger nozzle size is usually better than such a large pressure change.

Tank mix. With a 600 L tank at 200 L/ha, each tank covers 3 ha; a product used at 1.5 L/ha needs 4.5 L per tank.

Knapsack sprayers

For a knapsack sprayer, mark a test area, for example 10 m × 10 m (100 m2), spray it with water at normal walking pace and pressure, and measure the water used. If 4 L are used, the rate is 4 L per 100 m2 = 400 L/ha. Walking speed and nozzle height must be kept consistent in the field; a lever-operated sprayer gives uneven pressure unless pumped steadily or fitted with a pressure regulator (constant flow valve).

Orchard (air-blast) sprayers

For tree crops, spray volume is often matched to canopy size using tree row volume (TRV):

  • TRV (m3 per hectare) = tree height (m) × canopy width (m) × 10,000 ÷ row spacing (m).
  • For trees 3 m tall and 2 m wide in rows 4 m apart: TRV = 3 × 2 × 10,000 ÷ 4 = 15,000 m3 per hectare.

Volumes are then set per unit of canopy volume, which avoids overspraying small trees. Nozzles are switched off where the air stream would miss the canopy, and air volume is adjusted to reach the canopy without blowing spray through it.

Key points

  • Application rate (L/ha) = nozzle flow (L/min) × 600 ÷ (speed km/h × spacing m).
  • Measure speed in the field, collect each nozzle's flow for one minute, and replace nozzles more than about 10 per cent off the mean.
  • Adjust rate mainly by speed or nozzle size; flow rises only with the square root of pressure.
  • Knapsack: spray a measured area with water and scale up.
  • Orchard sprayers: match volume to canopy, for example by tree row volume.
  • Recalibrate when changing nozzles, pressure, speed, operator or product.

What the exams ask

  • School-leaving and entrance papers: why calibration is needed and the basic steps.
  • Degree and research-fellowship entrances: application rate formula, effects of speed, pressure and spacing, nozzle uniformity, and knapsack calibration.
  • Agricultural engineering and plant protection examinations: full calibration problems, pressure–flow relationships, tree row volume, and drift-reducing adjustments.

Described in general terms: the kind of examination, not a past paper. Laisha never reproduces exam questions.

Questions people ask

How often should nozzles be replaced?

When their flow exceeds the rated flow by about 10 per cent, or the spray pattern becomes uneven. Brass nozzles wear quickly; stainless steel and ceramic last much longer.

Why not just increase pressure to spray more?

Flow rises only with the square root of pressure, so large pressure changes are needed for small flow changes, and higher pressure makes finer droplets that drift more.

Does speed affect the dose per hectare?

Yes, directly: at constant nozzle flow, driving twice as fast applies half as much per hectare. Keep a steady, measured speed, or use a rate controller linked to ground speed.

Sources

  1. Matthews, G. A., Bateman, R. and Miller, P. Pesticide Application Methods, 4th edition. Wiley-Blackwell, 2014.
  2. FAO. Guidelines on Good Practice for Ground Application of Pesticides. FAO, Rome, 2001.
  3. FAO. Guidelines on Minimum Requirements for Agricultural Pesticide Application Equipment, volumes 1–4. FAO, 2001.
  4. Sutton, T. B. and Unrath, C. R. "Evaluation of the tree-row-volume concept with density adjustments in relation to spray deposits in apple orchards." Plant Disease 68, 480–484 (1984).
  5. ISO 16122. Agricultural and Forestry Machinery: Inspection of Sprayers in Use. International Organization for Standardization, 2015.

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