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Maxwell–Boltzmann distribution
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Everything about Maxwell-boltzmann Distribution Law totally explained

The Maxwell–Boltzmann distribution is a probability distribution with applications in physics and chemistry. The most common application is in the field of statistical mechanics. The temperature of any (massive) physical system is the result of the motions of the molecules and atoms which make up the system. These particles have a range of different velocities, and the velocity of any single particle constantly changes due to collisions with other particles. However, the fraction of a large number of particles within a particular velocity range is nearly constant. The Maxwell distribution of velocities specifies this fraction, for any velocity range, as a function of the temperature of the system. It is named after James Clerk Maxwell and Ludwig Boltzmann.
   The distribution can be thought of as the magnitude of a 3-dimensional vector whose components are independent and normally distributed with mean 0 and standard deviation a. If X_i are distributed as X sim N(0, a^2), then » Z = sqrt.

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