Why Use 273.15 and 273.16 for the Triple Point of Water?

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In summary, the Kelvin scale is a measure of temperature based off of the triple point of water. The point is set at 273.16K to keep the interval between ice point and steam point a total of 100.
  • #1
al_201314
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Hi guys,

I've got a question regarding temperature. Here goes, on the Kelvin scale, I understand that at 273.15K, it is equivalent to 0.00 degrees celsius. What is the purpose then for the choice of 273.16K at the triple point of water? My text states that this number is deliberate so as to keep the interval between ice point and steam point a total of 100. I couldn't really understand that. Isn't the triple point of water the same as 0 degrees celsius, at 273.15K and 373.15K for steam point which is 100 degrees celsius?

Where is the point coming from?

thanks guys
 
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  • #2
The freezing point of water is 273.15K. At this temperature you've got ice. The triple point, where ice and water and vapour can all co-exist, is just a little warmer at a notional 273.16K, and is a more measurable flag for setting international standards.
 
  • #3
Farsight said:
The freezing point of water is 273.15K. At this temperature you've got ice.

Yes, this is correct. It is maybe useful to specify that this freezing point is the equilibrium between water and ice, with one atmosphere of air pressure. This is the defining point for 0 Celcius, and happens at about 273.15K.

The triple point of water, where water and ice are in equilibrium with WATER VAPOR only (no air) happens slightly higher, at about 0.01 Celcius, or 273.16K (exactly). As this is a more accurate standard, the 273.16 K has been set EXACTLY to this point, and 273.16 has been chosen so as to stick as closely as possible to 1 K = 1 degree Celcius step.
 
  • #4
The triple point is the point of intersection of the three phase boundaries in the P-T phase diagram. The point, hence, represents a temperature and a pressure. For water the temperature is 273.16K and the pressure is 612 Pa (or about 0.006 atm).

Also, unlike almost every other melting curve, the solid liquid phase boundary has a negative slope for the water system. So, as you increase the pressure (from the triple-point pressure), the freezing temperature decreases very slowly. At a pressure of 1 atm, the freezing point is 273.15K.

Note: The normal freezing/melting point is defined as the temperature at which the solid and liquid are in equilibrium at 1 atm pressure.
 
  • #5
Thanks for the responses. One more thing, why define the Kelvin as 1/273.16 of the triple point of water and not 1/273.15 of the ice point or freezing point of water? Any particular reason? This part is just for my curiosity. Thanks again.
 
Last edited:

1. Why is 273.15 used as the freezing point of water in the Celsius scale?

The value of 273.15 in the Celsius scale is used as the freezing point of water because it is the temperature at which pure water freezes at standard atmospheric pressure. This value was chosen as the zero point of the Celsius scale by its creator, Anders Celsius, in the 18th century.

2. What is the significance of 273.16 in the Kelvin scale?

273.16 is used as the value of absolute zero in the Kelvin scale, which is the coldest possible temperature in the universe. This value was chosen because it is the equivalent of -273.15 in the Celsius scale, making it a convenient reference point for converting between the two scales.

3. How did scientists determine the value of 273.15 for the freezing point of water?

The value of 273.15 for the freezing point of water was determined through experiments and observations by various scientists. In the 18th century, Anders Celsius conducted experiments with water and mercury to establish a temperature scale, and he chose 100 degrees as the boiling point of water and 0 degrees as the freezing point. Later, in the 19th century, Lord Kelvin proposed the absolute temperature scale, and his team determined the value of 273.15 for the freezing point of water through experiments and calculations.

4. Is 273.15 a universal constant?

No, 273.15 is not a universal constant. It is a value that is specific to the Celsius and Kelvin temperature scales and is based on the properties of water at standard atmospheric pressure. Other temperature scales, such as Fahrenheit and Rankine, have different values for the freezing point of water.

5. Can the value of 273.15 change?

The value of 273.15 is a defined constant and is not expected to change. However, slight variations may occur due to changes in the definition of the temperature scales or differences in atmospheric pressure. Additionally, the freezing point of water can be affected by impurities or other factors, resulting in slight variations in the measured value.

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