Definition of Maxwell–Boltzmann distribution in English:

Maxwell–Boltzmann distribution

Syllabification: Max·well–Boltz·mann dis·tri·bu·tion
Pronunciation: /ˈmakˌswel ˈbōltsmən, ˈmakswəl
 
/
Physics
  • A formula describing the statistical distribution of particles in a system among different energy levels. The number of particles in a given energy level is proportional to exp. ( −E/ kT), where E is the energy of the level, k is Boltzmann’s constant, and T is the absolute temperature.

Origin

1920s: named after J. C. Maxwell (see Maxwell, James Clerk) and L. Boltzmann (see Boltzmann, Ludwig).

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Pronunciation: ˌkələrəˈto͝orə
noun
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