Ideal Gas Law: Encyclopaedic Experimental Data

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SUMMARY

The discussion centers on the Ideal Gas Law and its relationship with gas compressibility factors. It is established that the Ideal Gas Law becomes more accurate as the gas becomes more rarefied, particularly in higher vacuum conditions. The law is derived from statistical mechanics, treating gas molecules as point particles without volume, which limits its applicability in high-density scenarios. Additionally, an ideal gas is defined as a theoretical model and should not be confused with a vacuum, which represents the absence of gas.

PREREQUISITES
  • Understanding of the Ideal Gas Law and its assumptions
  • Familiarity with statistical mechanics principles
  • Knowledge of gas compressibility factors
  • Basic concepts of molecular-kinetic theory
NEXT STEPS
  • Research the implications of gas compressibility factors on the Ideal Gas Law
  • Explore statistical mechanics in greater detail
  • Investigate the limitations of the Ideal Gas Law in high-density gases
  • Learn about alternative models for gas behavior beyond the Ideal Gas Law
USEFUL FOR

Students and professionals in physics, chemistry, and engineering fields who are studying gas laws, thermodynamics, or statistical mechanics will benefit from this discussion.

Prokop
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The “ideal gas” law

The well-known, encyclopaedic experimental data (about gas compressability factor) show the general trend:
the more rarefied gas the more accurate “ideal gas” law,
or the same in other terms:
the higher vacuum the more accurate “ideal gas” law.
1) Are another experimental data which contradict the trend ?
2) Are the theory which explains the trend ? (Classic or quantum molecular-kinetic theories do not considered as absolutely unsuitable).
3) Does your conclude the so called “ideal gas” is namely vacuum ?
 
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I'm not sure if I understand your questions correctly, but I'll have a go at answering them:

1) I don't know but I don't think so.

2) The ideal gas law is a law derived from statistical mechanics. It treats the gas molecules as point particles, with no volume. It also assumes the particles do not 'feel' each other in any way except that they bounce elastically with each other and the walls.

Now imagine if you have a LOT of particles, they will take up a lot of space. But in the ideal gas law model, they won't take up any space at all since they are all point particles! Clearly the law will not work very well there.
If you have very little particles however, the little volume they take up will not be so important and the ideal gas law will work much better.

3) An ideal gas is not a vacuum, since a (perfect) vacuum means actually no gas at all (this cannot exist in reality). An ideal gas does not exist, it is merely a theoretical model of a gas.
 

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