Consider a system of particles uniformly distributed in space, with a constant particle number density n 0
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Consider a system of particles uniformly distributed in space, with a constant particle number density n0, and characterized by a velocity distribution function f(v) such that
where K0 is a nonzero positive constant. Determine the value of K0 in terms of n0 and v0.
Transcribed Image Text:
f(v) = Ko f(v) = 0 otherwise, for |vi| ≤vo (i = x, y, z)
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