Calculators · Machinery
Field capacity, work time and tractor power calculator
How much ground a tractor and implement cover depends on working width, speed and field efficiency — the share of time spent actually working rather than turning, overlapping or filling. These calculators give hectares per hour, the time a field takes, fuel used per hectare, and the drawbar power an implement needs.
Effective field capacity
Multiplies implement width by working speed and field efficiency. Small or irregular fields have lower efficiency because more time is spent turning at the headlands.
ha/h = width [m] × speed [km/h] × efficiency / 10
Time to work a field
Divides field area by effective field capacity to estimate the working hours a job needs. Travel to and from the field, and refilling time, should be added separately.
hours = area / (width × speed × efficiency / 10)
Fuel per hectare
Divides the tractor’s hourly fuel use by the area covered per hour. It is the fairest way to compare implements, tractors or working speeds on fuel cost.
L/ha = fuel [L/h] / capacity [ha/h]
Drawbar power for an implement
Multiplies the implement’s draught force by working speed to give the power needed at the drawbar. Engine power must be considerably higher — typically 1.5 times or more — because of wheel slip and transmission losses.
P [kW] = F [kN] × v [km/h] / 3.6
Worked example: cultivating 50 hectares
- A 6 m cultivator at 10 km/h and 75% efficiency covers 6 × 10 × 0.75 / 10 = 4.5 ha an hour.
- 50 ha therefore takes about 11 hours.
- At 25 L/h the tractor uses 5.6 L per hectare — 6.67 per hectare at 1.20 per litre.
- A 30 kN draught at 8 km/h needs 67 kW at the drawbar, so about 100 kW of engine.
Typical field efficiency and speeds
| Operation | Field efficiency | Typical speed |
|---|---|---|
| Ploughing | about 70 – 90% | about 6 – 10 km/h |
| Disc harrowing | about 70 – 90% | about 8 – 12 km/h |
| Seed drilling | about 65 – 85% | about 8 – 14 km/h |
| Spraying | about 55 – 75% | about 10 – 16 km/h |
| Combine harvesting | about 65 – 80% | about 5 – 8 km/h |
Related
About these results
Results are theoretical estimates from standard engineering formulas. Real-world figures depend on conditions these formulas do not capture. Always follow the manufacturer's specifications for maintenance, loading and safety decisions.
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