Sprinkler Precipitation Rate Chart

Typical precipitation rates for spray heads, rotors and rotary nozzles, plus charts of the rate you get from a given nozzle flow and head spacing, in US and metric units.

Typical precipitation rates by sprinkler type

A sprinkler's precipitation rate is how fast it applies water, measured as a depth per hour, the same way rain is measured. It's the number you need to set run times, and it varies a lot between types of sprinkler.

Spray head and rotor ranges are from Colorado State University Extension. Rotary nozzle figures are each manufacturer's published rate for its standard models. Rates depend on nozzle, spacing and pressure, so measure your own system where you can.
Sprinkler typePrecipitation rateSource
Pop-up spray heads1–2½ in/hr (25–64 mm/hr); 1½ in/hr typicalColorado State University Extension
Rotors (gear-drive, impact)¼–¾ in/hr (6–19 mm/hr)Colorado State University Extension
Hunter MP Rotator, standardabout 10 mm/hr (about 0.4 in/hr)Hunter Industries
Hunter MP Rotator MP800about 20 mm/hr (about 0.8 in/hr)Hunter Industries
Rain Bird Rotary Nozzle0.60 in/hr (15.2 mm/hr)Rain Bird
Toro Precision Series Rotating Nozzle0.6 in/hr (15 mm/hr)Toro

The gap is large. At Colorado State's typical 1½ inches per hour, a spray zone puts down a quarter inch in about 10 minutes. A rotor zone at ½ inch per hour needs 30 minutes for the same quarter inch. That's why the two need very different run times, and why they shouldn't share a zone.

Rotary nozzles fit on spray head bodies but apply water at rotor-like rates. Swapping them in is one of the common ways to lower a zone's rate, but it also means the zone's run times must go up.

Low rates matter most on slow-draining soil. Colorado State notes that the slower rate of rotors can be an advantage on clay or compacted soils, where water soaks in slowly. To compare your rate with your soil, see the soil infiltration rate chart.

How long it takes to apply water at each rate

Run time is the depth you want divided by the precipitation rate. This table shows common combinations, rounded to the nearest minute.

Calculated as minutes = depth ÷ rate × 60. Metric rates are rounded conversions of the inch values.
Precipitation rate¼ in (6 mm)½ in (13 mm)1 in (25 mm)
0.4 in/hr (10 mm/hr)38 min1 hr 15 min2 hr 30 min
0.5 in/hr (13 mm/hr)30 min1 hr2 hr
0.6 in/hr (15 mm/hr)25 min50 min1 hr 40 min
0.8 in/hr (20 mm/hr)19 min38 min1 hr 15 min
1 in/hr (25 mm/hr)15 min30 min1 hr
1.5 in/hr (38 mm/hr)10 min20 min40 min
2 in/hr (51 mm/hr)8 min15 min30 min
2.5 in/hr (64 mm/hr)6 min12 min24 min

If water starts to run off before the time is up, split the run into shorter cycles. The cycle and soak calculator works out the split. For minutes per session from your sprinkler type and soil, use the how long to water lawn calculator.

Precipitation rate chart by nozzle flow and spacing

If you know the flow of your nozzles and how far apart your heads are, these charts give the design precipitation rate directly. Each value is calculated from the standard formula, for full-circle heads laid out in a square pattern with head-to-head coverage. For part-circle heads, use the flow of the full-circle equivalent, as explained under matched precipitation.

Spray heads (US units)

Precipitation rate in inches per hour, square spacing, head-to-head. Calculated with PR = 96.25 × GPM ÷ (spacing × spacing). For triangular spacing, multiply by 1.155.
Flow per full-circle head8 × 8 ft10 × 10 ft12 × 12 ft15 × 15 ft18 × 18 ft
0.5 GPM0.750.480.330.210.15
1 GPM1.500.960.670.430.30
1.5 GPM2.261.441.000.640.45
2 GPM3.011.931.340.860.59
2.5 GPM3.762.411.671.070.74
3 GPM4.512.892.011.280.89
3.5 GPM5.263.372.341.501.04
4 GPM6.023.852.671.711.19

Rotors (US units)

Precipitation rate in inches per hour, square spacing, head-to-head. Calculated with PR = 96.25 × GPM ÷ (spacing × spacing). For triangular spacing, multiply by 1.155.
Flow per full-circle head25 × 25 ft30 × 30 ft35 × 35 ft40 × 40 ft45 × 45 ft50 × 50 ft
2 GPM0.310.210.160.120.100.08
3 GPM0.460.320.240.180.140.12
4 GPM0.620.430.310.240.190.15
5 GPM0.770.530.390.300.240.19
6 GPM0.920.640.470.360.290.23
8 GPM1.230.860.630.480.380.31
10 GPM1.541.070.790.600.480.39
12 GPM1.851.280.940.720.570.46

Spray heads (metric)

Precipitation rate in millimeters per hour, square spacing. Calculated with PR = 60 × L/min ÷ (spacing × spacing). For triangular spacing, multiply by 1.155.
Flow per full-circle head2.5 × 2.5 m3 × 3 m3.5 × 3.5 m4 × 4 m4.5 × 4.5 m5 × 5 m
2 L/min19.213.39.87.55.94.8
4 L/min38.426.719.615.011.99.6
6 L/min57.640.029.422.517.814.4
8 L/min76.853.339.230.023.719.2
10 L/min96.066.749.037.529.624.0
12 L/min115.280.058.845.035.628.8
14 L/min134.493.368.652.541.533.6

Rotors (metric)

Precipitation rate in millimeters per hour, square spacing. Calculated with PR = 60 × L/min ÷ (spacing × spacing). For triangular spacing, multiply by 1.155.
Flow per full-circle head8 × 8 m9 × 9 m10 × 10 m12 × 12 m14 × 14 m15 × 15 m
8 L/min7.55.94.83.32.42.1
12 L/min11.28.97.25.03.73.2
16 L/min15.011.99.66.74.94.3
20 L/min18.814.812.08.36.15.3
25 L/min23.418.515.010.47.76.7
30 L/min28.122.218.012.59.28.0
40 L/min37.529.624.016.712.210.7

Nozzle flow is on the manufacturer's nozzle chart for your operating pressure. For layouts that aren't in these charts, the sprinkler precipitation rate calculator handles any flow, spacing and pattern.

Sprinkler precipitation rate formulas

Square spacing (US)

PR (in/hr) = 96.25 × GPM ÷ (head spacing × row spacing)

GPM is the flow of one full-circle head, or the full-circle equivalent. Spacing is in feet.

Triangular spacing (US)

PR (in/hr) = 96.25 × GPM ÷ (spacing² × 0.866)

Dividing by 0.866 is the same as multiplying the square-spacing result by about 1.155.

Whole zone (US)

PR (in/hr) = 96.25 × total zone GPM ÷ zone area (sq ft)

A quick average for a zone whose heads all have matched precipitation.

Metric

PR (mm/hr) = 60 × L/min ÷ (head spacing × row spacing in m)

One liter spread over one square meter is exactly 1 mm deep.

The constant 96.25 converts gallons per minute over square feet into inches per hour. A gallon is 231 cubic inches and a square foot is 144 square inches, so 231 ÷ 144 × 60 minutes = 96.25.

Worked examples

  1. Spray heads, square spacing: full-circle nozzles flowing 2.6 GPM at 15 ft × 15 ft. 96.25 × 2.6 ÷ 225 = 1.11 in/hr.
  2. Same heads, triangular spacing: 96.25 × 2.6 ÷ (225 × 0.866) = 1.28 in/hr. The triangle packs heads closer together, so the rate rises.
  3. Metric: full-circle nozzles flowing 10 L/min at 4 m × 4 m. 60 × 10 ÷ 16 = 37.5 mm/hr.

Matched precipitation: part-circle heads

A half-circle head covers half the area of a full-circle head, so it needs half the flow to apply water at the same rate. A quarter-circle head needs a quarter. When flow follows the arc like this, the heads have matched precipitation, and the whole zone waters evenly.

Hunter Industries works through the numbers for a 30 ft radius: a full circle flowing 4 GPM, a half circle flowing 2 GPM and a quarter circle flowing 1 GPM all apply about 0.136 in/hr over their own coverage. Put the same 4 GPM nozzle on all three instead, and the rates become 0.136, 0.273 and 0.545 in/hr. The corners then get four times as much water as the middle of the lawn.

This is also why spray heads and rotors shouldn't share a zone: they apply water at very different rates. Colorado State University Extension advises not mixing sprinkler types in a zone. The exception is equipment made to match, such as Rain Bird's Rotary Nozzles, which the manufacturer rates as matched with its 5000 series MPR rotor nozzles. To check the heads in one of your zones, use the matched precipitation calculator.

Chart values vs your actual system

Every figure on this page is a design value: the rate a sprinkler should apply with nominal flow and ideal spacing. Real zones often differ, for several reasons:

  • Pressure. Nozzle flow changes with pressure, so a zone running above or below the nozzle chart's pressure applies a different rate.
  • Spacing. Heads placed farther apart than head-to-head lower the rate and leave dry areas between heads.
  • Mixed or worn nozzles. A replacement nozzle from a different series, or a worn one, changes the flow of that head.
  • Wind and slope. Wind distorts the pattern, and water runs downhill before it soaks in.

The only way to know your real rate is to measure it. Set out straight-sided cans across a zone, run it for a set time and measure the water collected. The catch-can test calculator turns the readings into a precipitation rate. Use that measured rate for your run times rather than a chart value.

Frequently asked questions

What is a normal sprinkler precipitation rate?

It depends on the type of sprinkler. Colorado State University Extension gives 1 to 2½ inches per hour for pop-up spray heads, with 1½ inches per hour typical, and ¼ to ¾ inch per hour for rotors. Rotary (multi-stream) nozzles are designed for low rates: manufacturers publish about 0.4 to 0.6 inch per hour for their standard models. Your own system can differ, so measure it if you can.

How do you calculate sprinkler precipitation rate?

For full-circle heads on square spacing, multiply the flow of one head in gallons per minute by 96.25 and divide by the head spacing times the row spacing in feet. For triangular spacing, divide by spacing squared times 0.866 instead. In metric units, multiply liters per minute by 60 and divide by the spacing area in square meters to get millimeters per hour.

Why is the number 96.25 used in the precipitation rate formula?

It converts gallons per minute over square feet into inches per hour. One gallon is 231 cubic inches and a square foot is 144 square inches, so 1 gallon per minute over 1 square foot applies 231 ÷ 144 × 60 = 96.25 inches of water per hour.

Can spray heads and rotors be on the same zone?

Generally no. Spray heads apply water several times faster than rotors, so one part of the zone ends up overwatered while the other is dry. Colorado State University Extension advises not to mix sprinkler types in a zone. The exception is equipment a manufacturer designs to match, such as some rotary nozzles that are rated to match specific rotor nozzles.

Why doesn't my measured rate match the chart?

The chart shows rates calculated from nominal flow and ideal spacing. Real systems differ because of water pressure, worn or mismatched nozzles, uneven spacing, wind and slope. A catch-can test measures what your system actually applies, and that measured figure is the one to use for run times.

How long should I run sprinklers at a given precipitation rate?

Divide the depth you want to apply by the precipitation rate and multiply by 60 to get minutes. For example, half an inch at 1.5 inches per hour takes 20 minutes, while the same half inch at 0.5 inch per hour takes an hour. The run time table on this page shows common combinations.

Who built and checked this chart

Daniel Reeves

Irrigation Design Engineer & Water-Efficiency Specialist

Licensed Professional Engineer and Irrigation Association Certified Irrigation Designer with more than 20 years in irrigation design, system auditing and landscape water management. Full profile

How this page was checked

  • Type ranges checked against Colorado State University Extension and each manufacturer's published data.
  • Every chart value calculated from the standard formulas, and the worked examples verified by hand.
  • Matched precipitation figures checked against Hunter's published example.

Last reviewed . Methodology, editorial policy, report an error.

Sources