Temperature Calculator
Convert between Celsius, Fahrenheit, Kelvin, and other temperature scales. Calculate heat-related measurements and analyze thermal properties.
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Convert between Celsius, Fahrenheit, Kelvin, and other temperature scales. Calculate heat-related measurements and analyze thermal properties.
Tell us more, and we'll get back to you.
Contact UsConvert between Celsius, Fahrenheit, Kelvin, and other temperature scales. Calculate heat-related measurements and analyze thermal properties.
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The history of temperature measurement is a fascinating journey through human innovation. Early attempts relied on subjective feelings of hot and cold until the 16th century when Galileo Galilei created the first thermoscope. The modern era of thermometry began with Gabriel Fahrenheit's mercury thermometer in the early 1700s, followed by Anders Celsius's centigrade scale in 1742. The Kelvin scale, introduced by William Thomson in 1848, revolutionized temperature measurement by establishing an absolute zero point.
Celsius to Fahrenheit: °F = (°C × 9/5) + 32
Fahrenheit to Celsius: °C = (°F - 32) × 5/9
Celsius to Kelvin: K = °C + 273.15
Kelvin to Celsius: °C = K - 273.15
Rankine: °R = (°C + 273.15) × 9/5
Réaumur: °Ré = °C × 0.8
Rømer: °Rø = (°C × 21/40) + 7.5
| Scale | Water Freezing | Water Boiling | Common Use |
|---|---|---|---|
| Celsius (°C) | 0°C | 100°C | Most countries |
| Fahrenheit (°F) | 32°F | 212°F | USA, territories |
| Kelvin (K) | 273.15K | 373.15K | Scientific use |
Celsius is usually the clearest scale for weather, cooking, laboratory work, and most engineering notes because water freezes at 0 and boils near 100 at sea level. For example, converting an oven setting, an outdoor forecast, and a lab temperature with the same formula still requires different rounding and safety context. Fahrenheit gives finer whole-number steps for everyday weather and is still common in the United States. Kelvin is the right choice when a formula uses absolute temperature, such as gas laws, radiation, heat engines, and thermodynamics. Rankine fills the same absolute-temperature role in some imperial engineering work. The conversion result is only useful if the scale matches the decision you are making. A room thermostat value, a patient temperature, a freezer setting, and a combustion calculation all need different context. Converting the number is simple, but choosing the scale keeps the answer easy to read and reduces the chance that someone applies the value in the wrong setting.
Kelvin and Rankine start at absolute zero, so they can be used in ratios and proportional formulas. Doubling a Kelvin temperature has physical meaning because it doubles the absolute thermal energy scale used by many gas and heat transfer relationships. Doubling a Celsius or Fahrenheit value does not carry the same meaning because those scales have offset zero points chosen for human reference. For example, 20 degrees Celsius is not twice as hot as 10 degrees Celsius in a thermodynamic calculation. If a formula includes pressure, volume, radiation, efficiency, or molecular motion, convert to Kelvin or Rankine before using the value. After the calculation, you can convert the result back to Celsius or Fahrenheit for reporting. This habit prevents hidden offset errors that can make a scientific result look reasonable while being mathematically wrong.
Temperature conversions often produce long decimals, but the source measurement rarely supports that level of detail. A household thermometer marked to the nearest degree should not be reported as 21.111111 degrees Celsius after converting from 70 degrees Fahrenheit. The extra digits are a result of the formula, not new measurement accuracy. Laboratory sensors, medical thermometers, ovens, weather stations, and industrial probes each have different tolerances. When sharing a converted value, round to the precision that fits the original instrument and the decision being made. For cooking, whole degrees are usually enough. For chemistry, tenths or hundredths may matter. For climate data, use the precision stated by the observing system. Good rounding makes the converted answer easier to trust and easier to compare with other measurements.
A few anchor temperatures make it easier to spot a wrong conversion. Water freezes at 0 degrees Celsius, 32 degrees Fahrenheit, and 273.15 Kelvin. Typical room temperature is about 20 to 22 degrees Celsius, or 68 to 72 degrees Fahrenheit. Human body temperature is near 37 degrees Celsius, or 98.6 degrees Fahrenheit. Water boils near 100 degrees Celsius, 212 degrees Fahrenheit, and 373.15 Kelvin at standard pressure. If a converted value is far from these anchors, check the direction of the formula, the sign, and the unit label. This is especially helpful when copying values into spreadsheets or control systems, where a swapped Celsius and Fahrenheit value can change a safety margin, a recipe, or an equipment setting by a large amount.
The temperature scale is only part of the story. Contact thermometers measure the temperature of the probe tip, infrared thermometers estimate surface temperature from emitted radiation, and weather stations measure air temperature under specified shade and ventilation conditions. A shiny metal surface, a moving air stream, or a sensor placed near a heat source can all produce a reading that does not represent the object you care about. Infrared measurements also depend on emissivity, which describes how well a surface emits thermal radiation. When comparing values, make sure the readings come from similar methods or note the difference. A correct conversion cannot fix a poorly placed sensor, an uncalibrated probe, or a surface reading being compared to an air temperature.
Temperature decisions often affect safety, comfort, or product quality. Food storage, medical screening, freezer performance, heat stress, cold exposure, electronics cooling, and chemical handling all rely on temperature thresholds. In these cases, do not treat a converted value as a sharp boundary without considering measurement error and local conditions. A freezer reading close to the safe limit may need retesting with a calibrated thermometer. A heat index or wind chill forecast may need conservative planning for vulnerable people. An equipment temperature near a rating limit may require airflow changes or load reduction. The calculator gives the mathematical conversion, but the final decision should include tolerances, standards, and the consequence of being wrong.
A temperature reading and a temperature interval are not the same. A reading has a position on a scale, such as 20 degrees Celsius or 68 degrees Fahrenheit. An interval is the size of a change, such as a 10 degree Celsius rise. Celsius and Kelvin intervals are equal, so a change of 10 degrees Celsius is a change of 10 kelvin. Fahrenheit and Rankine intervals are equal, and each Celsius or Kelvin interval is 1.8 Fahrenheit or Rankine intervals. The offset of 32 is used only when converting a reading between Celsius and Fahrenheit. This distinction matters in heat transfer, thermostat setbacks, weather changes, and lab reports because adding the offset to a difference produces a wrong result.
Some familiar reference points depend on conditions. Water boils near 100 degrees Celsius at standard atmospheric pressure, but it boils at a lower temperature at high altitude and a higher temperature in a pressure cooker. Sensor calibration also matters. A probe can drift, an oven thermostat can cycle above and below the set point, and an infrared thermometer can misread shiny surfaces. If the converted temperature will control a process, compare the sensor with a known reference or a calibrated instrument. For food, medicine, and industrial work, follow the relevant standard rather than relying only on a casual reading. The conversion formula is exact, but the measured value still depends on the environment and instrument.
Most temperature mistakes come from using the right formula in the wrong direction, dropping the offset, or treating a converted value as if it came from a more precise instrument. Label the starting scale before typing the number, then check the result against a known reference point. Negative values deserve extra attention because subtracting 32 and multiplying by 5 divided by 9 can be easy to reverse in a spreadsheet. If several people will use the value, include the unit symbol every time rather than relying on column headings or memory. This is especially helpful in recipes, HVAC notes, lab notebooks, and maintenance logs where Celsius and Fahrenheit may appear together. A short note such as freezer set point, air temperature, surface temperature, or liquid temperature also prevents a later reader from applying the reading to the wrong object.
A converted temperature is easier to reuse when the note includes the assumptions behind it. Write the original value, original unit, converted unit, rounding choice, and measurement context. For example, indoor air, surface of a pan, chilled product core, or outside shade temperature all describe different things. If pressure, altitude, calibration, or sensor type affected the reading, include that too. This is useful in maintenance logs, lab notebooks, recipes, and health records because the next person can see whether the number should be compared with a standard, repeated with the same instrument, or treated as a rough estimate. Good labeling prevents a correct conversion from becoming unclear later.
Different temperature scales were developed for different purposes and in different historical contexts. Celsius (°C) was designed around the freezing and boiling points of water (0°C and 100°C). Fahrenheit (°F) was based on a mixture of ice, water, and ammonium chloride (0°F) and average human body temperature (96°F, later adjusted). Kelvin (K) is an absolute scale starting at absolute zero (-273.15°C), making it useful for scientific calculations. Other scales like Rankine, Réaumur, and Rømer were developed for specific scientific or regional needs.
Absolute temperature scales (like Kelvin and Rankine) start at absolute zero, the theoretical lowest possible temperature where all molecular motion stops. These scales don't have negative values. Relative scales (like Celsius and Fahrenheit) are based on observable phenomena like water's freezing and boiling points, and can have negative values. Absolute scales are essential in scientific calculations because many physical laws work only with absolute temperatures. For example, the ideal gas law requires temperature in Kelvin.
Different temperature scales are preferred in different contexts: Celsius is used in most countries for daily life and scientific work; Fahrenheit is common in the US for weather and body temperature; Kelvin is standard in scientific calculations and international standards; Rankine is used in some engineering applications in the US. In scientific work, it's often necessary to convert between scales - for example, a chemical reaction might be measured in Celsius but calculations might need Kelvin for thermodynamic equations.
Match the precision to the original measurement. If a thermometer reads only whole degrees, round the converted result to whole degrees or one decimal place at most. Long decimal results come from the conversion formula and do not mean the original measurement was that accurate.
Temperature differences do not include the offset between scales. A difference of 1 degree Celsius equals a difference of 1.8 degrees Fahrenheit, but you do not add 32 because there is no zero-point shift for a difference. Kelvin differences match Celsius differences exactly.