Is the internal energy of a gas a combination of kinetic and potential energy?

AI Thread Summary
The internal energy of a gas consists of both kinetic and potential energy components, as the particles possess both types of energy. In the case of phase changes, such as from liquid to gas, latent heat contributes to increasing the potential energy of the particles. However, for an ideal gas, it is assumed that there are no interactions between molecules, meaning the internal energy is solely kinetic energy. This distinction is crucial for understanding the behavior of gases under different conditions. Overall, the internal energy of a gas can vary based on its state and the interactions of its particles.
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[SOLVED] Internal energy of a gas

Is the internal energy of a gas simply the total kinetic energy possesed by the particles? I ask this, since I have read this to be the case, however I have also read that when changing state, eg. from liquid to gas, the latent heat is the energy required to increase the potential enrgy of the particles, as well as do work against external pressure. If energy is put into increase the potential energy, surely some of the internal energy of the gas is potential energy, as well as kinetic energy, isn't it?

Thanks
 
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nokia8650 said:
surely some of the internal energy of the gas is potential energy, as well as kinetic energy, isn't it?
You are indeed correct. The internal energy of a gas can be thought of as the sum of the kinetic and potential energies of the constituent molecules. However, note that for the special case of an ideal gas, it is assumed that the molecules do not interact, i.e. there is no potential energy. Hence, for an ideal gas the internal energy is the kinetic energy of the molecules, since there is no potential component.

Further reading: http://hyperphysics.phy-astr.gsu.edu/hbase/thermo/inteng.html"

I hope that makes sense.
 
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Thank you ever so much, it makes a lot more sense now!
 
nokia8650 said:
Thank you ever so much, it makes a lot more sense now!
A pleasure :smile:

Don't forget to mark this thread a 'solved' when your done, thanks.
 
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