TempCalc

Newton to Rømer Converter

Newton to Rømer Conversion: A Comprehensive Guide

The Newton and Rømer scales are both historical temperature scales. While less common today, understanding their conversions can be crucial for historical research or scientific data analysis. This blog post will guide you through the Newton to Rømer conversion process and provide a handy online calculator.

Understanding the Newton Scale

The Newton scale, developed by Isaac Newton in 1701, is a descending scale. On this scale, the freezing point of water is 0°N, and the boiling point of water is 33°N.

Understanding the Rømer Scale

The Rømer scale, developed by Danish astronomer Ole Rømer in 1701, is also a descending scale. On this scale, the freezing point of brine (a mixture of salt and water) is 0°Rø, and the boiling point of water is 60°R.

Newton to Rømer Conversion Formula

The formula to convert Newton to Rmer is:

**Rømer (°Rø) = 7.5 - (Newton (°N) * (2/11))**

Using the Newton to Rømer Conversion Calculator

To make the conversion process easier, we've created a simple online calculator:

**[Insert a link to your online Newton to Rømer conversion calculator here]**

Simply enter the temperature in Newton degrees (°N) into the calculator, and it will instantly display the equivalent temperature in Rømer degrees (°Rø).

Example

Let's say you have a temperature of 15°N. To convert this to Rømer:

  1. Enter 15 in the calculator.
  2. Click "Calculate."
  3. The calculator will display the result in Rmer degrees.

Latest Newton To Rømer Conversions

Newton Rømer Newton Rømer Newton Rømer Newton Rømer
1ºN9.09°Rø21ºN40.91°Rø41ºN72.73°Rø61ºN104.55°Rø
2ºN10.68°Rø22ºN42.50°Rø42N74.32°Rø62ºN106.14°Rø
3ºN12.27°Rø23ºN44.09°Rø43ºN75.91°Rø63ºN107.73°Rø
4N13.86°Rø24ºN45.68°Rø44ºN77.50°Rø64ºN109.32°Rø
5ºN15.45°Rø25ºN47.27°Rø45ºN79.09°Rø65ºN110.91°Rø
6ºN17.05°Rø26ºN48.86°Rø46ºN80.68°Rø66ºN112.50°Rø
7ºN18.64°Rø27ºN50.45°Rø47ºN82.27°Rø67ºN114.09°Rø
8ºN20.23°Rø28ºN52.05°Rø48ºN83.86°Rø68ºN115.68°Rø
9ºN21.82°Rø29ºN53.64°Rø49ºN85.45°Rø69ºN117.27°Rø
10ºN23.41Rø30ºN55.23°Rø50ºN87.05°Rø70ºN118.86°Rø
11ºN25.00°Rø31ºN56.82°Rø51ºN88.64°Rø71ºN120.45°Rø
12ºN26.59°Rø32ºN58.41°Rø52ºN90.23°Rø72ºN122.05°Rø
13ºN28.18°Rø33ºN60.00°Rø53ºN91.82°Rø73ºN123.64°Rø
14ºN29.77°Rø34ºN61.59°Rø54ºN93.41°Rø74ºN125.23Rø
15ºN31.36°Rø35ºN63.18°Rø55ºN95.00°Rø75ºN126.82°Rø
16ºN32.95°Rø36ºN64.77°Rø56ºN96.59°Rø76ºN128.41°Rø
17ºN34.55°Rø37ºN66.36°Rø57ºN98.18°Rø77ºN130.00°Rø
18ºN36.14°Rø38ºN67.95°R58ºN99.77°Rø78ºN131.59°Rø
19ºN37.73°Rø39ºN69.55°Rø59ºN101.36°Rø79ºN133.18°Rø
20ºN39.32°Rø40ºN71.14°Rø60ºN102.95°Rø80ºN134.77°Rø

Other Newton Conversions

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Author

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Leena Paul

Web Developer

Leena Paul is a dedicated developer passionate about creating user-friendly tools for everyday needs. As the creator of tempcal.pro, she specializes in crafting accurate and efficient calculators like the Temperature Calculator. With a focus on simplicity and reliability, Leena strives to make online tools accessible for everyone.

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