Temperature · Unit Converter

Convert Planck Temperature to Rømer

Convert planck temperatures to degrees rømer instantly. °Rø = (T_P × 7.438116e+31) − 135.90375 — use the live calculator, the exact formula, a reference-temperature table and worked examples. Also check the Rømer to Planck Temperature converter for the reverse conversion.

Written by Sunith Babu L, Ph.D., Lead Engineer Reviewed by Girish V Kulkarni Ph.D.
Temperature category 2 min read Published Last reviewed Updated

Units explained

Scientific & Fixed-Point

Planck Temperature

What is the planck temperature?

The Planck temperature (T_P) is the natural unit of temperature, about 1.416784×10³² kelvins, constructed purely from the fundamental constants ħ, c, G, and k. It is widely regarded as the highest temperature at which known physics remains meaningful.

Origin of the planck temperature

Arises from Max Planck's 1899 system of natural units, which combines the speed of light, the gravitational constant, the reduced Planck constant, and the Boltzmann constant into universal base quantities independent of any human artifact.

Where it is used

Cosmology and quantum-gravity research, where it marks the temperature of the universe roughly one Planck time after the Big Bang. No laboratory process approaches even a trillionth of a trillionth of it.

When and where it was developed

Defined within Max Planck's natural-unit system proposed in Germany in 1899; the modern recommended value (1.416784×10³² K) is maintained by the CODATA fundamental-constants adjustment.

Historical Scales

Rømer

What is a degree rømer?

The degree Rømer (°Rø) sets the freezing point of water at 7.5 °Rø and the boiling point at 60 °Rø; one degree Rømer equals exactly 40/21 of a kelvin (about 1.905 K).

Origin of the degree rømer

Created by Danish astronomer Ole Rømer — famous for making the first quantitative measurement of the speed of light — who set 0 °Rø at the temperature of a salt-ice brine and 60 °Rø at boiling water.

Where it is used

Of historical rather than practical importance: it is remembered as the direct ancestor of the Fahrenheit scale and appears mainly in the history of science and in metrology coursework.

When and where it was developed

Devised by Ole Rømer in Copenhagen, Denmark, in 1701; Daniel Fahrenheit visited Rømer in 1708 and adapted this scale into his own.

Planck Temperature to Rømer conversion formula

Note: this conversion uses the CODATA recommended value of the Planck temperature (1.416784×10³² K), which carries a small experimental uncertainty from the gravitational constant G.

The exact relationship between planck temperatures and degrees rømer:

°Rø = (T_P × 7.438116e+31) − 135.90375
T_P = (°Rø × 1.344426e-32) + 1.827126e-30

To convert planck temperatures to degrees rømer, multiply the value by 7.438116e+31, then subtract 135.90375. To reverse, multiply the value by 1.344426e-32, then add 1.827126e-30.

Reference anchors: water freezes at 1.927958e-30 T_P = 7.5 °Rø and boils at 2.633782e-30 T_P = 60 °Rø (at standard atmospheric pressure).

How to use this converter

Type a value into the calculator. The result in degrees rømer updates as you type. Tap a quick value, copy the result with one click, or use the swap arrow to jump straight to the Rømer to Planck Temperature converter for the reverse direction.

Step-by-step: convert planck temperatures to degrees rømer

  1. Write down the temperature in planck temperatures (T_P).
  2. Multiply the value by 7.438116e+31, then subtract 135.90375.
  3. The result is the same temperature expressed in degrees rømer (°Rø).
  4. To reverse, multiply the value by 1.344426e-32, then add 1.827126e-30 — or open the Rømer to Planck Temperature converter.

Worked examples

Example 1 — Convert 1 T_P to °Rø:
(1 × 7.438116e+31) − 135.90375 = 7.438116e+31 °Rø

Example 2 — Convert 100 T_P to °Rø:
(100 × 7.438116e+31) − 135.90375 = 7.438116e+33 °Rø

Planck Temperature to Rømer conversion table

Physically meaningful reference temperatures, from absolute zero to the surface of the Sun, converted from planck temperatures to degrees rømer:

Planck Temperature [T_P]Rømer [°Rø]Reference point
0-135.90375Absolute zero
1.645628e-30-13.5Where Celsius and Fahrenheit coincide (−40°)
1.802478e-30-1.8333333333Zero Fahrenheit (0 °F)
1.927958e-307.5Water freezes (0 °C / 32 °F)
1.928029e-307.50525Triple point of water
1.99854e-3012.75Cool day (10 °C / 50 °F)
2.069123e-3018Room temperature (20 °C / 68 °F)
2.104414e-3020.625Standard laboratory temperature (25 °C)
2.139705e-3023.25Hot day (30 °C / 86 °F)
2.189113e-3026.925Human body temperature (37 °C / 98.6 °F)
2.210288e-3028.5Heat-wave day (40 °C / 104 °F)
2.28087e-3033.75Hot tap water (50 °C / 122 °F)
2.633782e-3060Water boils (100 °C / 212 °F)
3.198441e-30102Moderate baking oven (180 °C / 356 °F)
4.07825e-292897.54625Surface of the Sun (≈5,505 °C)

Frequently asked questions

What is 1 T_P in °Rø?
1 T_P equals 7.438116e+31 °Rø — normal human body temperature.
How do I convert planck temperatures to degrees rømer?
Use the formula °Rø = (T_P × 7.438116e+31) − 135.90375: multiply the value by 7.438116e+31, then subtract 135.90375.
How do I convert degrees rømer back to planck temperatures?
Apply the reverse formula T_P = (°Rø × 1.344426e-32) + 1.827126e-30 — multiply the value by 1.344426e-32, then add 1.827126e-30 — or use the Rømer to Planck Temperature converter.
At what temperature do the Planck Temperature and Rømer scales read the same number?
Both scales show the same number at 1.827126e-30: 1.827126e-30 T_P = 1.827126e-30 °Rø. Set °Rø = T_P in the conversion formula and solve to verify it.
Can a temperature be below absolute zero?
No. Absolute zero (0 K = −273.15 °C = −459.67 °F) is the floor of the thermodynamic temperature scale. The calculator flags any input that would fall below it.

Convert Planck Temperature to other temperature units

Show all Planck Temperature conversions

Sources & references

Conversion relationship (°Rø = (T_P × 7.438116e+31) − 135.90375) verified against the following authoritative sources:

Results are provided for general reference. Verify critical measurements against an authoritative standard.