Agricultural Field Calculators
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Sprayer Calibration Calculator

Enter your target GPA, ground speed, and nozzle spacing to find the required nozzle output (oz/min). The TeeJet reference grid shows every tip that matches your settings — click any cell to use it.

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Sprayer Calibration

Required nozzle output · TeeJet tip reference · tank coverage

Typical field sprayer speed: 5–12 mph. Measure with GPS for accuracy.
Most boom sprayers use 15, 20, or 30-inch nozzle spacing.
Check your product label for minimum carrier volume requirements.
Total active nozzles across the full boom width.
All series shown. Select one or more to filter the grid.
Select a droplet class to highlight matching nozzles in the grid. Check your product label for required droplet size.
TeeJet Nozzle Reference Enter speed & spacing to activate
Enter your target GPA and nozzle spacing above to see nozzle options.

Enter your sprayer settings and press Calculate to see gallons per acre, tank coverage, and nozzle output analysis.

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Disclaimer — Nozzle output and GPA calculations are estimates based on standard TeeJet catalog data and calibration formulas. Always perform a physical catch test before field application. Follow all pesticide product labels, which govern required application rates, nozzle types, and pressure ranges. Label instructions supersede calculator results.

Frequently Asked Questions

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GPA = (nozzle output in fl oz/min × 5,940) ÷ (speed in mph × nozzle spacing in inches). The constant 5,940 converts units to US gallons per acre. For example: 20 oz/min at 7 mph with 20-inch spacing = (20 × 5,940) ÷ (7 × 20) = 118,800 ÷ 140 = 8.49 GPA.
Fill your tank with clean water and set your operating pressure. Hold a measuring container under one nozzle and collect the output for exactly 60 seconds. Record in fluid ounces or mL. Check 10–15% of your nozzles — any nozzle more than 10% above or below the average should be replaced.
Most field sprayers apply 5–20 GPA depending on the product and application type. Herbicide applications: 5–10 GPA. Fungicide and insecticide applications: 10–20 GPA. Foliar fertilizer applications: 3–15 GPA. Always check the product label for minimum carrier volume requirements.
GPA is inversely proportional to nozzle spacing — doubling spacing from 15 to 30 inches cuts GPA in half at the same speed and nozzle output. To maintain the same GPA with wider spacing, you must either reduce travel speed or use a nozzle with higher output.
Tank acres = tank size in gallons ÷ GPA. A 1,000-gallon tank at 10 GPA covers 100 acres per fill. Enter your tank size and number of nozzles in the calculator to see coverage alongside the GPA calculation.
Required nozzle output (fl oz/min) = (target GPA × speed in mph × nozzle spacing in inches) ÷ 5,940. Use Reverse mode in this calculator — enter your target GPA, speed, and spacing, and the required nozzle output is calculated automatically.
GPM per nozzle = (GPA × mph × nozzle spacing in inches) ÷ 5,940. For example, at 10 GPA, 7 mph, and 20-inch spacing: (10 × 7 × 20) ÷ 5,940 = 0.236 GPM per nozzle.
Dicamba products (XtendiMax, Engenia, FeXapan, Enlist DUO) require Extra Coarse (XC) to Ultra Coarse (UC) droplets. TeeJet TTI and AITTJ60 nozzles are approved. Always verify with the specific product label before applying.
XR produces Fine–Medium droplets for contact applications. AIXR uses a Venturi to create Coarse–Very Coarse droplets for drift reduction. TTI produces Extra Coarse–Ultra Coarse droplets and is required for many dicamba herbicide labels.
Divide oz/min by 128 to get GPM. For example, 30 oz/min ÷ 128 = 0.234 GPM. Nozzle catalog tables list GPM; catch-test calibrations use oz/min because 1-minute volumes are easier to measure accurately in the field.
Most row-crop boom sprayers use 15-inch or 20-inch spacing with 110° flat-fan nozzles. Wider spacing requires higher GPM per nozzle to achieve the same GPA at the same ground speed.
Most TeeJet flat-fan nozzles (XR, TT, DG) operate best at 20–40 PSI. Air-induction nozzles (AIXR, TTI) run 20–60 PSI. Higher pressure produces finer droplets and increases drift risk; lower pressure gives coarser, drift-resistant droplets.