Wind Chill Calculator
Calculate the wind chill temperature using the official NWS formula. Assess frostbite risk based on conditions.
Wind chill translates cold, windy conditions into the temperature exposed skin actually experiences, which can be dramatically colder than the thermometer reading alone. This calculator uses the official U.S. National Weather Service wind chill formula, which applies when the air temperature is 50°F or colder and wind speed is at least 3 mph -- calm air or mild temperatures don't strip heat from skin fast enough for wind chill to meaningfully differ from the actual temperature, so outside those conditions the feels-like value simply matches the actual temperature. Within its valid range, the formula combines the actual temperature with wind speed raised to a fractional power (0.16), which reflects that wind's cooling effect grows quickly at low speeds but yields diminishing additional cooling as speed keeps climbing -- doubling the wind speed from 10 to 20 mph does not double the cooling effect. The result is reported as a temperature drop (how much colder it feels versus the actual reading) alongside a frostbite risk category, since wind chill's real-world purpose is warning how quickly exposed skin can suffer frostbite: the colder the feels-like temperature drops, the faster tissue damage can occur, ranging from low risk near freezing down to frostbite in under five minutes at the most extreme wind chill values. This is a standardized meteorological estimate, not a personal safety guarantee -- individual cold tolerance, wind gusts, wet skin, and clothing all change how quickly cold actually affects a given person.
Inputs
Results
Feels Like
6.2°F
How to Use This Calculator
- Enter the Air Temperature in °F.
- Set the Wind Speed in mph.
- Review the Wind Chill (Feels Like) temperature in °F and °C, Temperature Drop, and Frostbite Risk level.
- At High risk or above (feels like -20°F or colder), frostbite can occur on exposed skin in under 30 minutes.
How the result changes with Temperature
| Temperature | Feels Like |
|---|---|
| -49 | -82.2°F |
| -21 | -46.3°F |
| 12 | -4°F |
| 39 | 30.6°F |
What each input means
- Temperature
- Temperature in the selected unit.
- Wind Speed
- Current wind speed.
How this is calculated
Worked example, using the default values
- Identify Input ParametersTemperature = 20, Wind Speed = 15 = 2 input(s) provided
- Calculate Feels LikeFeels Like6.2 = 6.2
- Calculate Temperature DropTemperature Drop = round((tempF - windChillF) * 10) / 1013.8 = 13.8
Engine last updated . Checked against 2 independently-derived tests — how we verify calculators.
Frequently Asked Questions
Why does the wind chill formula only apply below 50°F?
Wind's cooling effect on exposed skin only becomes meaningful once the air is already cold enough that heat loss matters -- above 50°F, moving air doesn't strip heat away fast enough to noticeably lower the perceived temperature, so the National Weather Service formula (and this calculator) is only defined for temperatures at or below that threshold with wind speed of at least 3 mph.
Does doubling the wind speed double how much colder it feels?
No -- the formula raises wind speed to a fractional power (0.16), which means wind's cooling effect grows quickly at low speeds but adds progressively less additional cooling as speed keeps increasing. Going from calm to a light breeze drops the feels-like temperature noticeably more than the same speed increase does at already-high wind speeds.
How is frostbite risk determined from the wind chill value?
This calculator maps the calculated wind chill temperature to five risk bands, from Low risk near freezing down to Extreme risk (frostbite possible in under five minutes) at wind chill values of -60°F or colder -- colder wind chill temperatures mean faster potential frostbite onset on exposed skin, which is the practical reason the NWS formula exists.
Will raising the air temperature always make the wind chill feel warmer?
Yes -- across this calculator's full -60°F to 50°F range, raising the actual air temperature (holding wind speed at its default) always raises or holds the calculated wind chill value, and it is also the single input with the largest effect on the result compared to wind speed across their respective declared ranges.
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