Heat Index Calculator
The Heat Index (HI) or apparent temperature is a measure of how hot it feels to the human body when relative humidity is combined with the air temperature. High humidity slows the evaporation of sweat, making it harder for the body to cool itself. The Heat Index is calculated using the NOAA/NWS Rothfusz regression model and Steadman's thermoregulation equations. Weather services and safety organizations use the heat index to issue heat advisories and prevent heat-related illnesses like heat exhaustion or stroke.
Calculate apparent temperature ('feels like' temperature) from ambient air temperature and relative humidity using the standard NOAA/NWS Rothfusz regression.
Quick Answer
Calculate the heat index ('feels like' temperature) from ambient air temperature and relative humidity. View safety classifications and risk warnings based on National Weather Service thresholds.
Environmental inputs
Scale
NWS Heat Index Thresholds
- 80°F to 90°F: Caution. Fatigue is possible.
- 91°F to 103°F: Extreme Caution. Heat stroke or cramps possible.
- 104°F to 129°F: Danger. Heat cramps/exhaustion likely.
- 130°F or above: Extreme Danger. Heat stroke highly likely.
Heat Index (Feels Like)
99.7°F
≈ 37.6°C
NOAA Risk Category: Extreme Caution
Heat stroke, heat cramps, or heat exhaustion are possible with prolonged exposure and/or physical activity. Limit strenuous activity.
The band names follow the National Weather Service heat index chart. We could not obtain the exact band boundaries as published text: they appear only inside the chart image on the NWS page, so the cutoffs used here are read from that chart rather than quoted.
* Apparent temperature estimates are for shady conditions with a light breeze. Full exposure to direct sunshine can increase heat index values by up to 15°F (8°C).
Examples
Temp = 90 °F, Humidity = 60%
Heat Index ≈ 100 °F (Extreme Caution)
Temp = 95 °F, Humidity = 70%
Heat Index ≈ 124 °F (Danger)
Temp = 75 °F, Humidity = 80%
Apparent Temp ≈ 77 °F (Normal)
How it works
The heat index calculator uses the dry-bulb air temperature and relative humidity to estimate the thermal load on the human body. It runs a simple Steadman check first, and if the average temperature is ≥ 80°F, it applies the full 9-parameter Rothfusz regression with low/high humidity corrections.
Rothfusz Regression · HI = c₁ + c₂T + c₃R + c₄TR + c₅T² + c₆R² + c₇T²R + c₈TR² + c₉T²R²
Where T is temperature in Fahrenheit, R is relative humidity (%), and c₁–c₉ are constant coefficients.
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