Product Rate for a Nutrient Rate

Rp=RnfR_p = \frac{R_n}{f}

Enter your known values, leave one input blank, and solves for the missing one. Try different units for next level excitement!

Learning zone

Every fertiliser recommendation arrives as a nutrient rate and every spreader is set in product, so this division sits between the agronomist and the field. Urea at 46% nitrogen delivering a 100 kg N/ha recommendation means 100/0.46=217100/0.46 = 217 kg/ha of product going through the machine.

Before dividing, check which currency the recommendation is in. A nitrogen recommendation is always elemental, so the analysis divides straight in. Phosphorus and potassium recommendations may be in either oxide or elemental terms depending on who wrote them, and using the wrong one introduces the 0.436 or 0.830 factor as a silent error.

Blended fertilisers make the arithmetic multi-dimensional in a way worth thinking about. A 20-10-10 blend applied to meet a nitrogen target simultaneously applies phosphorus and potassium at whatever rates the ratio dictates, and those are almost never the rates the soil test asked for. This is the argument for straight products blended to order, or for splitting the application: a phosphorus and potassium base according to soil test, and nitrogen applied separately to its own schedule.

Finally, product rate is not spreader setting. Getting from one to the other needs a spread pattern test with trays, because bulk density, granule size and even humidity move the calibration — and a spinner spreader's pattern is far more variable across its width than most operators assume.

Product Rate for a Nutrient Rate
Rp=RnfR_p = \frac{R_n}{f}
Where
  • RpR_p= Product rate (kg/ha)
  • RnR_n= Nutrient rate (kg/ha)
  • ff= Analysis (%)
Missing one of these? Work it out first, then come back