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06 Weather and Seasons

How to Measure Rain in mm: Simple Steps

Tag 06-3724 · Updated · Standard formula, shown below

Rainfall 6.366 mm
Container diameter
10 cm
You entered
Water collected
50 ml
You entered
You enter
Container diameter, Water collected
You get
Rainfall
Rounding
1 dp

Measuring rainfall in millimeters (mm) tells you exactly how much water fell on a flat surface over a set period. It’s the standard unit used by weather services worldwide, and with a simple homemade or store-bought gauge, you can track it yourself. You’ll need a straight-sided container, a ruler, and a few minutes after each rain event. This guide walks you through the method, the math, and the common pitfalls so your readings are accurate and comparable to official data.

Formula

The rainfall depth in millimeters is the volume of water collected divided by the area of the container’s opening. In symbols:

Rainfall (mm) = (Volume of water in ml) / (π × (diameter/2)²) × 10

Where:

  • Volume = water collected, in milliliters (ml). 1 ml = 1 cm³.
  • diameter (d) = inside diameter of the container’s opening, in centimeters (cm).
  • Area = Ï€ × (d/2)², in square centimeters (cm²).
  • ×10 converts cm to mm (since 1 cm = 10 mm).

This works because 1 mm of rain over 1 m² equals 1 liter of water. If you measure the volume in ml and the area in cm², the division gives cm of depth; multiplying by 10 yields mm.

Worked Example

Using the default values from the calculator: a container with a 10 cm diameter collects 50 ml of water.

  1. Radius = diameter / 2 = 10 / 2 = 5 cm
  2. Area = π × (5)² = 3.1416 × 25 = 78.54 cm²
  3. Depth in cm = Volume / Area = 50 / 78.54 = 0.6366 cm
  4. Convert to mm: 0.6366 × 10 = 6.37 mm

The calculator shows 6.4 mm (rounded to one decimal), matching the manual calculation.

What You’ll Need

  • A straight-sided cylindrical container (e.g., a tall glass jar, a tin can, or a plastic bottle with the top cut off). The opening must be uniform – no flaring or narrowing.
  • A ruler with millimeter markings.
  • A measuring cup or syringe that shows milliliters (for precise volume).
  • Optional: a funnel to direct rain into the container, and a stake or tape to secure it.

Step-by-Step

  1. Choose a location. Place your gauge in an open area away from buildings, trees, or overhangs. The spot should be level and not in a spot where water might splash in from the ground.
  2. Prepare the container. If using a bottle, cut off the top to create a straight rim. Clean the inside and let it dry completely. Any residual water will skew your reading.
  3. Set up the gauge. Bury the container slightly in the soil or secure it with stakes so it doesn’t tip over. The rim should be horizontal – use a spirit level if you have one.
  4. Wait for rain. Leave the gauge out for the entire rain event. Check it as soon as possible after the rain stops – evaporation will reduce the volume if you wait too long.
  5. Measure the water. Pour the collected water into a measuring cup. Read the volume in milliliters (ml). If you have a narrow container, you can use a ruler to measure the depth directly, but the volume method is more accurate.
  6. Calculate the rainfall. Use the formula above or the calculator. Enter your container’s diameter and the volume of water. The result is the rainfall in millimeters.
  7. Record and empty. Write down the reading with the date and time. Empty the gauge and dry it before the next rain.

Common Mistakes

  • Using a container with a non-uniform opening. A bucket that is wider at the top than the bottom will catch more water than its opening area suggests, leading to overestimation. Always use straight-sided containers.
  • Measuring the outside diameter. The formula uses the inside diameter of the opening. If you measure the outside, you’ll overestimate the area and underestimate rainfall.
  • Forgetting to convert units. If you measure volume in liters and area in square meters, you need different conversion factors. Stick with ml and cm² for simplicity.
  • Reading the meniscus incorrectly. When using a ruler in a narrow tube, read the bottom of the curved water surface (the meniscus), not the top.
  • Placing the gauge too close to a wall. Rain can bounce off walls and inflate your reading. Keep at least 2 meters away from any structure.
  • Not emptying the gauge after each reading. If you leave water in it, the next rain will mix with old water, giving a false total.

Tips

  • Use a larger container for more accuracy. A wide opening collects more water, making small amounts easier to measure. A diameter of 10–15 cm is a good compromise.
  • Measure with a syringe. For tiny amounts (less than 5 ml), a syringe with 0.1 ml graduations is far more accurate than a standard measuring cup.
  • Check for leaks. Before each use, fill the container with water and let it sit for a minute to ensure it doesn’t leak.
  • Take multiple readings. If you have two identical gauges in different spots, average the results to reduce error.
  • Compare with official data. Check your reading against a local weather station to see how your gauge performs. A difference of 10–20% is common due to wind and siting.
  • Use the funnel method. If you have a funnel that fits snugly into the container, it can reduce splash-out, but ensure the funnel’s opening is the same diameter as the container’s – otherwise you must use the funnel’s opening area in the calculation.

Troubleshooting

Reading seems too low. Check for leaks, and ensure the container is not in a wind-sheltered spot that reduces catch. Also, verify the container is truly straight-sided – a slight taper can cause undercatch.

Reading seems too high. Look for splash from the ground or nearby surfaces. Move the gauge to a more open area. Also, check that the rim is level; a tilted rim can catch more rain on one side.

Water evaporated before you measured. If you can’t measure immediately, cover the gauge with a lid after the rain stops, or move it indoors. For future events, check more frequently.

You don’t have a measuring cup with ml. Use a kitchen scale – 1 ml of water weighs 1 gram. Weigh the water and use grams as milliliters.

Your container is not cylindrical. You can still measure rain, but you need to calculate the area of the opening using the appropriate formula (e.g., for a rectangle, length × width). The formula changes, but the principle is the same.

You got a negative or zero result. If the calculator shows “Cannot compute,â€� it’s because you entered a volume of 0. That’s fine – it means no rain fell. If you entered a negative volume, check your input.

Frequently Asked Questions

Q: Why is rainfall measured in mm and not liters?
A: Millimeters give a depth that is independent of the collection area. It tells you how high the water would stand on a flat surface, which is more intuitive and comparable across different locations.

Q: How much is 1 mm of rain?
A: 1 mm of rain is about 1 liter per square meter. For most people, that’s a light drizzle that leaves the ground damp but not puddling.

Q: Can I use a rain gauge from a weather station?
A: Yes, but you still need to know the diameter of its opening. Most commercial gauges are designed to be read directly, but if you’re using a homemade one, the formula applies.

Q: How often should I empty the gauge?
A: Ideally after each rain event. If you’re recording daily totals, empty it at the same time each day (e.g., 9 AM) to get a 24-hour reading.

Q: Does snow count as rain?
A: Snow is measured differently. You melt the snow and measure the liquid water equivalent. 10 cm of fresh snow typically equals about 10 mm of rain, but it varies with snow density.

Q: Why does my reading differ from the official weather station?
A: Wind, gauge height, and local topography cause variation. Official gauges are placed at standard heights and shielded from wind, so a 10–20% difference is normal.

Related

Formula used
in d | Container diameter | cm | 10 | 1 | 100
in v | Water collected | ml | 50 | 0 | 10000
out mm | Rainfall | mm | v / (pi * (d/2)^2) * 10 | 1

Each line is one input (in, sel, list) or one result (out: label, unit, formula, decimals). How the calculators work

Method: the standard formula for this calculation, rounded as each result states. See how the calculators work or report an error.

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