Rankine (°R) to Newton (°N) converter
Converting from Rankine (°R) to Newton (°N) | Temperature
What is Rankine (°R)
Rankine (°R) is a temperature scale named after the Scottish engineer and physicist William Rankine. It uses the same degree interval as Fahrenheit but starts at absolute zero. The Rankine scale is commonly used in engineering and thermodynamics.
What is Newton (°N)
Newton (°N) is a temperature scale developed by Isaac Newton. Similar to the Rankine scale, it uses the same degree intervals as Celsius but starts at absolute zero. The Newton scale is not widely used and is mainly of historical interest.
Conversion Formulas
To convert from Rankine to Newton, you can use the following formula:
°N=(°R+491.67)×33100
To convert from Newton to Rankine, the formula is:
°R=(°N×10033)−491.67
Examples
Converting 10 °R to °N: 10°R=−88.30617°N
Converting 4 °N to °R: 4°N=513.4882°R
Converting 17 °R to °N: 17°R=−87.02283°N
Use this page to perform converting from Rankine (°R) to Newton (°N)
Remember to adjust the formulas accordingly based on the temperature you want to convert. Rankine to Newton conversions can be useful in various engineering and scientific applications.
Rankine to Newton conversion table
°R to °N conversion table
| Rankine (°R) | Newton (°N) |
|---|---|
| 0.01 °R | -90.13767 °N |
| 0.1 °R | -90.12117 °N |
| 1 °R | -89.95617 °N |
| 2 °R | -89.77283 °N |
| 3 °R | -89.5895 °N |
| 4 °R | -89.40617 °N |
| 5 °R | -89.22283 °N |
| 6 °R | -89.0395 °N |
| 7 °R | -88.85617 °N |
| 8 °R | -88.67283 °N |
| 9 °R | -88.4895 °N |
| 10 °R | -88.30617 °N |
| 10 °R | -88.30617 °N |
| 20 °R | -86.47283 °N |
| 30 °R | -84.6395 °N |
| 40 °R | -82.80617 °N |
| 50 °R | -80.97283 °N |
| 60 °R | -79.1395 °N |
| 70 °R | -77.30617 °N |
| 80 °R | -75.47283 °N |
| 90 °R | -73.6395 °N |
| 100 °R | -71.80617 °N |