The particles are not obeying Maxwell Boltzmann statistics are
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However, today fermions are said to obey Fermi–Dirac statistics and bosons are said to obey Bose–Einstein statistics; no particles are said to obey Maxwell–Boltzmann statistics except at limits.
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The particles that are not obeying Maxwell Boltzmann statistics are non-identical hence, distinguishable particles.
- The Maxwell Boltzmann statistics are followed by all identical but distinct classical particles, such as atoms and molecules.
- This is best illustrated by the case of particle photons.
- Since photons are indistinguishable particles, they do not follow this statistical law.
- The distribution of the particles of classical materials across different energy states in thermal equilibrium is provided by the Maxwell-Boltzmann statistics.
- For an ideal gas, the Maxwell-Boltzmann statistics work well.
- All phases of matter are covered by the statistics.
- The number of particles that can occupy a particular state is unrestricted, in accordance with the core assumptions of these statistics.
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