Definition:Degree of Temperature

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Definition

A degree is a subdivision of a scale of measurement of temperature.


Degree Celsius

Celsius is a temperature scale.

Its two reference points are:

$0 \cels$, which is set at the melting point of water.
$100 \cels$, which is set at the boiling point of water, as defined at sea level and standard atmospheric pressure.


A temperature measured in Celsius is often referred to as so many degrees Celsius.

\(\ds \) \(\) \(\ds 1\) degree Celsius
\(\ds \) \(=\) \(\ds 1 \cdotp 8\) degrees Fahrenheit


Degree Fahrenheit

Fahrenheit is a temperature scale.

Its two reference points are:

$32 \fahr$, which is set at the melting point of water.
$212 \fahr$, which is set at the boiling point of water, as defined at sea level and standard atmospheric pressure.


A temperature measured in Fahrenheit is often referred to as so many degrees Fahrenheit.

\(\ds \) \(\) \(\ds T \fahr\) Temperature in Fahrenheit
\(\ds \) \(=\) \(\ds T \cels \times \dfrac 9 5 + 32\) Temperature in Celsius


Degree Kelvin

The kelvin is the SI base unit of absolute temperature.

Its two reference points are:

$0 \ \mathrm K$, which is set at absolute zero, the temperature at which all thermal motion stops
$273 \cdotp 16 \ \mathrm K$, which is set at the triple point of water ($0.01 \cels$)
\(\ds \) \(\) \(\ds T \, \mathrm K\) Temperature in Kelvin
\(\ds \) \(=\) \(\ds T \cels + 273 \cdotp 15\) Temperature in Celsius


Degree Rankine

The Rankine is a unit of absolute temperature.

Its two reference points are:

$0 \rankine$, which is set at absolute zero, the temperature at which all thermal motion stops
$491 \cdotp 67 \rankine$, which is set at the triple point of water.
\(\ds \) \(\) \(\ds T \rankine\) Temperature in Rankine
\(\ds \) \(=\) \(\ds T \fahr + 459 \cdotp 67\) Temperature in Fahrenheit


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