Information about Sprinkler Precipitation Rates

Published on January 18, 2008

Author: sherylwil

Source: slideshare.net

What is Precipitation Rate The rate that sprinkler heads apply water to the soil or turf The PR (Precipitation Rate) should be as consistent as possible throughout a zone Avoid over or underwatering

The rate that sprinkler heads apply water to the soil or turf

The PR (Precipitation Rate) should be as consistent as possible throughout a zone

Avoid over or underwatering

How to get Matched PR Use sprinkler heads with the same precipitation rates (matched PR’s) Use only heads of the same type Use only heads from one manufacturer

Use sprinkler heads with the same precipitation rates (matched PR’s)

Use only heads of the same type

Use only heads from one manufacturer

Calculating PR using Total Area Method Measured in inches of water applied per hour to the irrigated area Formula for the total area PR = 96.25 x Total GPM Divided by Total Area in square feet 96.25 is a constant

Measured in inches of water applied per hour to the irrigated area

Formula for the total area

PR = 96.25 x Total GPM

Divided by Total Area in square feet

96.25 is a constant

Sample Problem Area is 60 ft x 15 ft with the following heads 6 half circle (1.0 GPM nozzles) 4 quarter circles (.5 GPM nozzles) 1. Total GPM = (6 x 1.0) + (4 x .5)= 8.0 GPM 2. Total area = 60 x 15 = 900 sq. ft. 3 PR 96.25 x 8/900 = .86 inches/hour

Area is 60 ft x 15 ft with the following heads

6 half circle (1.0 GPM nozzles)

4 quarter circles (.5 GPM nozzles)

1. Total GPM = (6 x 1.0) + (4 x .5)= 8.0 GPM

2. Total area = 60 x 15 = 900 sq. ft.

3 PR 96.25 x 8/900 = .86 inches/hour

Calculating PR using Individual Head Method For square pattern PR = GPM for full circle sprinkler x 96.25 / spacing 2 (S X L) This means if you have all half sprinklers double their GPM to get the rate for a full circle For triangular pattern PR = GPM of full circle sprinkler x 96.25 / spacing 2 x 0.866

For square pattern

PR = GPM for full circle sprinkler x 96.25 / spacing 2 (S X L)

This means if you have all half sprinklers double their GPM to get the rate for a full circle

For triangular pattern

PR = GPM of full circle sprinkler x 96.25 / spacing 2 x 0.866

Example The rows are 25 feet apart and the sprinklers are 30 feet apart in the row. The heads are arranged in a triangle pattern. The heads use 6 GPM. (6 x 96.3) / [(25 x 30) x 0.866] 577.8 / [750] x 0.866 577.8 / 649.5 0.89 inches per hour

The rows are 25 feet apart and the sprinklers are 30 feet apart in the row.

The heads are arranged in a triangle pattern. The heads use 6 GPM.

(6 x 96.3) / [(25 x 30) x 0.866]

577.8 / [750] x 0.866

577.8 / 649.5

0.89 inches per hour

What happens if you adjust the radius? For spray heads you just use the manufacturer's chart. When you use the radius adjustment on a spray you are simply reducing the water pressure by closing a small valve in the nozzle. As the pressure drops, so does the radius. Just look at the manufacturer's chart for the radius you plan to reduce the sprinkler down to. Then read the GPM for that radius! For example, your designing for 30 PSI. The radius at 30 PSI of the sprinkler you selected is 15 feet with 1.85 GPM according to the manufacturer's chart. But you want the radius to be 14 feet. Looking at the manufacturer's chart you see that the radius of the same sprinkler is 14' at 25 PSI with 1.65 GPM. So the GPM of that sprinkler if you reduce the radius to 14' will be 1.65 GPM. That's because when turn the radius adjustment screw to reduce the radius to 14' what you REALLY did was reduce the pressure to 25 PSI!

For spray heads you just use the manufacturer's chart.

When you use the radius adjustment on a spray you are simply reducing the water pressure by closing a small valve in the nozzle.

As the pressure drops, so does the radius.

Just look at the manufacturer's chart for the radius you plan to reduce the sprinkler down to. Then read the GPM for that radius!

For example, your designing for 30 PSI. The radius at 30 PSI of the sprinkler you selected is 15 feet with 1.85 GPM according to the manufacturer's chart. But you want the radius to be 14 feet. Looking at the manufacturer's chart you see that the radius of the same sprinkler is 14' at 25 PSI with 1.65 GPM. So the GPM of that sprinkler if you reduce the radius to 14' will be 1.65 GPM. That's because when turn the radius adjustment screw to reduce the radius to 14' what you REALLY did was reduce the pressure to 25 PSI!

Reducing the Radius on a Rotor For rotor heads the GPM stays the same no matter how much you reduce the radius! That's because reducing the radius on a rotor doesn't change the amount of water coming out of the nozzle. To change the radius a small screw extends into the stream of water coming out of the nozzle. The tip of the screw deflects the water which "screws it up" (pun intended) so it doesn't go as far. This creates another problem, however, which is that it really messes up the uniformity of the water. So when you use the radius adjustment on rotors, you tend to get dry spots. This is one reason I strongly suggest that you use a smaller nozzle if possible rather than using the radius adjustment screw on the sprinkler. The other reason is that when you reduce the radius you really should also reduce the GPM of the sprinkler. Otherwise there will be a lot more water under the sprinkler with the reduced radius. Bottom line- use the radius adjustment screw on rotors only when nothing else will work .

For rotor heads the GPM stays the same no matter how much you reduce the radius!

That's because reducing the radius on a rotor doesn't change the amount of water coming out of the nozzle.

To change the radius a small screw extends into the stream of water coming out of the nozzle. The tip of the screw deflects the water which "screws it up" (pun intended) so it doesn't go as far. This creates another problem, however, which is that it really messes up the uniformity of the water.

So when you use the radius adjustment on rotors, you tend to get dry spots. This is one reason I strongly suggest that you use a smaller nozzle if possible rather than using the radius adjustment screw on the sprinkler. The other reason is that when you reduce the radius you really should also reduce the GPM of the sprinkler. Otherwise there will be a lot more water under the sprinkler with the reduced radius. Bottom line- use the radius adjustment screw on rotors only when nothing else will work .

GPM for Spray Heads It’s easy, just read the manufacturer’s chart

It’s easy, just read the manufacturer’s chart

GPM for Rotors You must select the appropriate nozzle size for each rotor in order to match the precipitation rates. A simple illustration will help explain Rotor heads move back and forth across the area to be watered. The rotation speed is the same regardless of whether the rotor is adjusted to water a 1/4 circle or a full circle. So the stream from a 1/4 circle head will pass over the same area 4 times in the same amount of time that it takes for a full circle head to make one pass over the area it waters. With the same size nozzle in both, a 1/4 circle rotor will put down 4 times as much water on the area under the pattern as a full circle rotor will. (Remember that after every quarter turn the 1/4 circle rotor reverses direction and covers the same area again!)

You must select the appropriate nozzle size for each rotor in order to match the precipitation rates.

A simple illustration will help explain

Rotor heads move back and forth across the area to be watered.

The rotation speed is the same regardless of whether the rotor is adjusted to water a 1/4 circle or a full circle.

So the stream from a 1/4 circle head will pass over the same area 4 times in the same amount of time that it takes for a full circle head to make one pass over the area it waters.

With the same size nozzle in both, a 1/4 circle rotor will put down 4 times as much water on the area under the pattern as a full circle rotor will.

(Remember that after every quarter turn the 1/4 circle rotor reverses direction and covers the same area again!)

Rotor reduction in Radius To match the precipitation rates between these sprinklers, the quarter circle rotor must have a nozzle that puts out 1/4 the amount of water that the full circle nozzle puts out! A half circle rotor must have a nozzle that puts out 1/2 the water of a full circle. This is why when you buy a rotor-type sprinkler head they often include a handful of different size nozzles with it.

To match the precipitation rates between these sprinklers, the quarter circle rotor must have a nozzle that puts out 1/4 the amount of water that the full circle nozzle puts out!

A half circle rotor must have a nozzle that puts out 1/2 the water of a full circle.

This is why when you buy a rotor-type sprinkler head they often include a handful of different size nozzles with it.

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