Temperature Converter

Last updated: March 29, 2026
Reviewed by: LumoCalculator Team

Use the temperature converter to switch one reading between Celsius, Fahrenheit, Kelvin, and Rankine. It is useful when weather reports, recipes, lab notes, or engineering specs mix everyday scales with absolute temperature scales.

Input Form

Scale shortcuts

Main Result

Current reading

20°C

Converted to the other three scales below.

Fahrenheit

68°F

Kelvin

293.15 K

Rankine

527.67°R

Secondary Result

View the working formulas and reference checks for this reading.

Current conversion path

K = 20 + 273.15 = 293.15 K

°F = (20 x 1.8) + 32 = 68°F

°R = 293.15 x 1.8 = 527.67°R

Closest common reference point

Room temperature

A practical indoor benchmark for everyday comparisons. This matches the reference point exactly.

Absolute-scale check

293.15 K

Kelvin and Rankine stay at or above zero, so the converter blocks any reading that would fall below absolute zero.

Reference ladder

Absolute zero

-273.15°C

Liquid nitrogen

-195.8°C

Water freezing point

0°C

Room temperature

20°C

Body temperature

37°C

Water boiling point

100°C

Formula Explanation

Absolute baseline

Normalize every entered value to Kelvin first

K = °C + 273.15
K = (°F + 459.67) x 5/9
K = °R x 5/9

The page converts the entered scale into Kelvin because Kelvin starts at absolute zero. That makes the physical lower limit explicit before the converter derives the other displayed scales.

Return path

Convert the Kelvin baseline back into the display scales

°C = K - 273.15
°F = (K - 273.15) x 1.8 + 32
°R = K x 1.8

Once Kelvin is established, the page applies the matching reverse formulas to show Celsius, Fahrenheit, and Rankine. Using one baseline keeps the reverse conversions symmetric instead of treating each pair as unrelated math.

Display rule

Apply physical validation first, then round for readability

Kelvin and Rankine must stay at or above zero
Exact conversion happens before rounding
Displayed values trim trailing zeros

This temperature converter rejects any value below absolute zero, then rounds the finished conversion only for display. The converter is changing units, not redefining the underlying temperature standard.

Use Scenarios

Weather and travel

Translate everyday forecasts between Celsius and Fahrenheit

Use the temperature converter when a weather app, thermostat, or travel itinerary switches between metric and US temperature labels and you want the equivalent reading immediately.

Cooking and equipment

Check recipe, oven, and appliance temperatures without mental math

The temperature converter is useful when a recipe is written in Fahrenheit but your oven dial is marked in Celsius, or when an imported appliance manual uses the opposite scale from your local labels.

Science and engineering

Move between everyday scales and the absolute scales

Kelvin and Rankine matter when lab notes, cryogenic references, or thermodynamics problems need an absolute scale instead of a weather-style temperature reading.

Example Cases

Worked example

Case 1: Room reading from a thermostat

Inputs

20°C entered from an indoor thermostat, travel forecast, or room-condition note.

Computed Results

20°C = 68°F = 293.15 K = 527.67°R

Interpretation

This is the everyday baseline. One metric reading becomes the Fahrenheit, Kelvin, and Rankine values that often appear in travel, lab, or equipment notes.

Worked example

Case 2: Oven setting from a US recipe

Inputs

350°F entered from a recipe, oven dial, or appliance manual.

Computed Results

176.67°C = 350°F = 449.82 K = 809.67°R

Interpretation

Recipes often round the Celsius equivalent to a nearby oven mark, so the exact conversion is a reference value rather than a mandatory rounded cooking instruction.

Worked example

Case 3: Cryogenic note in Kelvin

Inputs

77 K entered from a low-temperature or liquid-nitrogen context.

Computed Results

-196.15°C = -321.07°F = 77 K = 138.6°R

Interpretation

This example shows why absolute scales matter. The temperature is far above 0 K, but still far below ordinary room or weather conditions.

Boundary Conditions

Kelvin and Rankine are absolute scales, so the page blocks any input below 0 K or 0°R.
Celsius and Fahrenheit values can be negative, but they still cannot go below absolute zero: -273.15°C or -459.67°F.
Freezing and boiling points of water are practical reference points, not universal process guarantees. Boiling changes with pressure and elevation.
Displayed results are rounded after the conversion is complete. For lab, calibration, or compliance work, keep the precision specified by the original source.
The converter changes units only. It does not interpret whether a temperature is medically safe, comfortable, or operationally acceptable for a specific process.

Sources & References

  • NIST - SI Units: TemperatureKept to support the exact Celsius, Fahrenheit, and Kelvin relationships used in the converter, along with the reference-point values for freezing, room, body, and boiling temperatures.
  • NIST - About CryogenicsUsed for the absolute-zero reference, the correct Kelvin symbol, and the description of Rankine as the absolute scale that uses Fahrenheit-sized increments.
  • NOAA / National Weather Service - Temperature Conversion FormulasAdded to support the direct Fahrenheit, Celsius, Kelvin, and Rankine conversion formulas that appear in the page's worked explanation and reverse-conversion notes.

Frequently Asked Questions

Why does Kelvin use K instead of °K?

Kelvin is the SI base unit for thermodynamic temperature, and its symbol is K without a degree sign. Celsius and Fahrenheit keep degree symbols because they are offset scales rather than the base SI unit.

When is Rankine used instead of Kelvin?

Rankine is the absolute-temperature scale paired with Fahrenheit-sized increments. It appears more often in US engineering and thermodynamics contexts where the surrounding formulas or legacy data are still written in Fahrenheit-based units.

Can I convert negative temperatures?

Yes, as long as the value is still above absolute zero. Negative Celsius and Fahrenheit values are common; Kelvin and Rankine cannot be negative because both scales start at absolute zero.

Why is -40 the same in Celsius and Fahrenheit?

The two scales use different zero points and different step sizes, but their lines intersect at one value. When you solve the Celsius-to-Fahrenheit equation for equality, both scales meet at -40.

Why might a recipe use 180°C instead of the exact conversion from 350°F?

Recipes and appliance dials often round to the nearest practical oven setting. The exact mathematical conversion is about 176.67°C, but cooks usually work with the nearest marked setting rather than the full decimal value.