Read depth and distribution from catch cups
Equal catch cups placed in a test area show how evenly water is distributed. This simplified four-cup calculation compares the lowest depth with the mean; with four equally weighted samples, one cup is the lowest quarter. Application rate uses the average depth and test duration.
Measure and calculate
- Run a timed test and record all four catch depths using the same unit.
- Choose uniformity ratio to compare the lowest catch with the average.
- Choose application rate to convert average depth into inches per hour.
Four-cup uniformity ratio = minimum catch depth ÷ average catch depth.
A worked example
- Inputs
- A 15 minute test records depths of 0.25, 0.30, 0.35 and 0.30 in.
- Calculation
Mean depth: 1.20 ÷ 4 = 0.30 in. Ratio: 0.25 ÷ 0.30 = 0.833333. Rate: 0.30 ÷ 15 × 60 = 1.2 in/hour.- Result
- 0.83 ratio (0-1)
The initial ratio is 0.83, about 83.3%. Four observations are a simplified comparison and do not replace a full field audit. If every cup is dry, the ratio is undefined rather than zero.
Read the result
| Output or check | What it means for your project |
|---|---|
| Four-cup ratio: 0–1 | The lowest catch divided by the four-cup mean gives a simplified uniformity ratio. Multiply by 100 to express the ratio as a percentage. |
| Application rate: in/hr | The mean depth divided by test time is scaled to one hour. This is separate from distribution uniformity. |
| Sampling limit | Four cups are a simplified comparison, not a full field audit. An all-dry test has no defined uniformity ratio because the mean is zero. |
Common questions
Does a high average depth prove even watering?
No. Average application and uniformity answer different questions. Large differences between individual cups can be hidden by an average.
Can I calculate a ratio when every cup is empty?
No. The average is zero, so division is undefined. Check the test setup and repeat the measurement.
