derivation for maxwell boltzmann velocity distribution




Maxwell-Boltzmann distribution gives the average number of particles found in a given single –microstates. 
The speed of the gas molecules is different at different times and changes after each encounter for the same molecules. At any time all the molecules do not move with the same speed, some move with a speed which is somewhat higher than the root mean square speed while some move with a speed which is lower than the root mean square speed.
 The speed distribution depends on the temperature and the mass of the particles. The most probable speed indicates which speed is more likely, a particle will have selected randomly from the distribution.
Maxwell-Boltzmann speed distribution is for ideal gases, real gases are affected by forces like van der Waal forces, vertical flow, quantum exchange interaction etc. Though rarefied gases behave like ideal gases at ordinary temperature and therefore the Maxwell-Boltzmann relations work perfectly for them.


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