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The Pressure Law


Using the apparatus shown in the diagram we can investigate what happens to the pressure of a gas when it is heated, the volume of the gas being kept constant.

From what you know about the structure of a gas you should expect that the molecules would move faster and faster as the gas is heated. Heat energy is being converted into kinetic energy of the molecules.

This means that they will collide with the walls of the container more violently and therefore the pressure will rise.

If you plot a graph of pressure against temperature then you should get a result similar to the one shown in graph 1. It shows that the pressure increases steadily with increasing temperature.

 

If we draw the line back to where it cuts the temperature axis (graph 2) we reach a point where the pressure if the gas is zero – in other words the molecules have stopped moving. They have no velocity and so no kinetic energy. This is the lowest temperature that it is possible to reach and is called ABSOLUTE ZERO.

In fact the best definition of absolute zero is to say that it is the temperature where the gas molecules have their minimum energy. It is not quite zero energy but very close to it.

On the Celsius scale absolute zero is therefore -273oC.


 
It is useful to use a scale of temperature that starts at this point and we call this scale the Absolute or Kelvin scale of temperature.
On this scale 0 K = -273oC and 0 oC = 273 K.

It follows that 100 oC = 373 K.




The pressure law can be written as:

 

Pressure/Temperature (K) = constant

or:

Pressure 1/Temperature 1 = Pressure 2/Temperature 2
P1/T1 = P2/T2

for a given mass of gas
 

A VERSION IN WORD IS AVAILABLE ON THE SCHOOLPHYSICS USB
 
 
 
© Keith Gibbs 2020