Show that the mean value of the relative speed of two molecules in a Maxwellian gas is
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Show that the mean value of the relative speed of two molecules in a Maxwellian gas is \(\sqrt{ } 2\) times the mean speed of a molecule with respect to the walls of the container.
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The unnormalized velocity distribution for a pair of molecules is given by Fleftmathbfu1 mathbfu2...View the full answer
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