Felsius: A Universal Unit for a More Compromising Age
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Why Felsius?
Felsius was developed with the sole purpose of putting an end to the Fahrenheit vs Celcius debate. The temperature measurement task force (TMTF) set a goal in 2011 to develop a universal standard that covers everyone's use cases [1]. The findings published in the National Academy of Proceedings Fall 2019 issue showed that 85 percent of people surveyed desire a single universally used and accepted unit for measuring temperature [2]. Through a rigorous committee decision making process, Felsius emerged as the one unit that made all sides of the debate equally happy.
What are the benefits of Felsius?
Felsius is a unit that provides a balance between the natural granularity and range of Fahrenheit and the scientific uses and rigor of Celcius. Similar to the successfull experiment of Esperanto [3], now that everyone is using Felsius, there is no more potential for miscommunication.
How is Felsius defined?
The kelvin (K) is defined by taking the fixed numerical value of the Boltzmann constant k to be 1.380649 ×10−23 when expressed in the unit J K−1, which is equal to kg m2 s−2 K−1, where the kilogram, meter and second are defined in terms of h, c and ∆νCs. Felsius () is defined as the arithmetic mean of Fahrenheit ((9/5)*(K - 273.15) + 32) and Celcius (K - 273.15). The temperature -366.41 ° is commonly referred to as "absolute zero." On the widely used Felsius temperature scale, water freezes at 16 ° and boils at about 156 ° . One Felsius degree is an interval of 5/7 K, and zero degrees Felsius is -80/7 + 273.15 K.
What about the unit symbol?
The symbol for degrees Felsius is defined as the average of the Euro symbol and the Greek lunate epsilon [4].
High quality images are available in the Felsius Media Kit available for download
here.
Still confused?
Watch this simple introduction to using Felsius in your everyday life.
Sources:
- [1] Munroe, Randall, "Standards", XKCD, vol. 927, 2011
- [2] Munroe, Randall, "New Study", XKCD, vol. 1295, 2013
- [3] H. R. Pruter, "A Language Versus the Axis", The Modern Language Journal, vol. 27, no. 2, pp. 140–141, 1943.
- [4] Munroe, Randall, "Felsius" XKCD, vol. 1923, 2017