To determine the snow equivalent of rainfall, multiply the rain amount by the factor of (5+T/16), where T is the temperature in degrees Fahrenheit.
The Rain to Snow Calculator can instantly estimate how much snow a specific amount of rainfall will produce, based on temperature. This calculation is predominantly useful for predicting snowfall amounts from rain in colder regions. Snow-to-rain ratios vary depending on temperature, as colder air leads to lighter, fluffier snow.
Formula
S = R ∗ (5 + T / 16)
| Variable | Description |
|---|---|
| S | Snowfall (in inches) |
| R | Rainfall (in inches) |
| T | Temperature (in Fahrenheit) |
Solved Calculations
Example 1:
| Step | Calculation |
|---|---|
| Rainfall (R) | 2 inches |
| Temperature (T) | 32°F |
| Snowfall Calculation | |
| Result | inches |
Answer: When the rainfall is 2 inches at 32°F, the snowfall equivalent is 14 inches.
Example 2:
| Step | Calculation |
|---|---|
| Rainfall (R) | 4 inches |
| Temperature (T) | 20°F |
| Snowfall Calculation | |
| Result | inches |
Answer: When the rainfall is 4 inches at 20°F, the snowfall equivalent is 25 inches.
What is a Rain to Snow Calculator?
The Rain to Snow Calculator is a fascinating tool. You can use it for estimating how much snow would accumulate from a given amount of rain, based on typical rain-to-snow conversion ratios. Generally, one inch of rain translates to about 10 inches of snow, depending on factors like temperature and moisture content in the air.
This ratio can vary, with heavier, wetter snow requiring a lower ratio (about 5:1) and light, fluffy snow needing a higher ratio (up to 15:1 or more).
Using this calculator is simple: just input the amount of rainfall in inches, and it will convert that to an approximate snow accumulation, giving a clearer idea of potential snowfall from rainfall measurements.
Final Words:
Without mincing matters, the Rain to Snow Calculator is a reliable way to gauge snowfall from rain, aiding in preparations for winter weather by translating rain forecasts into snow estimates based on standard ratios.
