Newton (°N) to Rømer (°Rø) converter
Newton (°N) to Rømer (°Rø) converter
Converting from Newton (°N) to Rømer (°Rø) | Temperature
What is Newton (°N)
Newton (°N) is a unit of temperature in the Newton scale, named after Sir Isaac Newton. In this scale, the freezing point of water is defined as 0°N, and the boiling point of water is defined as 33°N.
What is Rømer (°Rø)
Rømer (°Rø) is a unit of temperature in the Rømer scale, devised by Ole Rømer in the 18th century. In this scale, the freezing point of water is defined as 7.5°Rø, and the boiling point of water is defined as 60°Rø.
Conversion Formulas
To convert from Newton (°N) to Rømer (°Rø):
°Rø=(°N×9.090909)+7.5
To convert from Rømer (°Rø) to Newton (°N):
°N=(°Rø−7.5)÷9.090909
Examples
- Converting 14°N to °Rø:
°Rø=(14×9.090909)+7.5=29.77273
- Converting 4°Rø to °N:
°N=(4−7.5)÷9.090909=−2.2
- Converting 11°N to °Rø:
°Rø=(11×9.090909)+7.5=25
Conclusion
Use the provided conversion formulas and examples to easily convert temperature values between Newton (°N) and Rømer (°Rø) scales.
Newton to Rømer conversion table
°N to °Rø conversion table
| Newton (°N) | Rømer (°Rø) |
|---|---|
| 0.01 °N | 7.515909 °Rø |
| 0.1 °N | 7.659091 °Rø |
| 1 °N | 9.090909 °Rø |
| 2 °N | 10.68182 °Rø |
| 3 °N | 12.27273 °Rø |
| 4 °N | 13.86364 °Rø |
| 5 °N | 15.45455 °Rø |
| 6 °N | 17.04545 °Rø |
| 7 °N | 18.63636 °Rø |
| 8 °N | 20.22727 °Rø |
| 9 °N | 21.81818 °Rø |
| 10 °N | 23.40909 °Rø |
| 10 °N | 23.40909 °Rø |
| 20 °N | 39.31818 °Rø |
| 30 °N | 55.22727 °Rø |
| 40 °N | 71.13636 °Rø |
| 50 °N | 87.04545 °Rø |
| 60 °N | 102.9545 °Rø |
| 70 °N | 118.8636 °Rø |
| 80 °N | 134.7727 °Rø |
| 90 °N | 150.6818 °Rø |
| 100 °N | 166.5909 °Rø |
| 1 000 °N | 1 598.409 °Rø |
| 2 000 °N | 3 189.318 °Rø |
| 3 000 °N | 4 780.227 °Rø |
| 4 000 °N | 6 371.136 °Rø |
| 5 000 °N | 7 962.045 °Rø |
| 6 000 °N | 9 552.955 °Rø |
| 7 000 °N | 11 143.86 °Rø |
| 8 000 °N | 12 734.77 °Rø |
| 9 000 °N | 14 325.68 °Rø |
| 10 000 °N | 15 916.59 °Rø |