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The Boltzmann transport equation as given in equation 14.60 in the text may look a bit daunting: In this equation, what is f? In your own words, try to explain what this equation means. We'll discuss this in class.
In the relaxation time approximation to the Boltzmann transport equation, we can assume that the distribution f decays toward its equilibrium distribution fo with some characteristic (or "relaxation") time, c. Consider a particle diffusion process in a room temperature ideal gas at 1 atm pressure. What is a reasonable estimate for the relaxation time for this diffusion process in air? Please explain your thought process/steps. (Hint: How does this compare with the mean time between collisions?)
Consider a particle diffusion process in a room temperature ideal gas at 1 atm pressure. What is a reasonable estimate for the relaxation time for this diffusion process in air? Please explain your thought process/steps. (Hint: How does this compare with the mean time between collisions?)
can increase the number of particles in the 6 dimensional "volume" element d3r d3v.
can decrease the number of particles in the 6 dimensional "volume" element d3r d3v.
can either increase or decrease the number of particles in the 6 dimensional "volume" element d3r d3v.
can have no effect on the number of particles in the 6 dimensional "volume" element d3r d3v.
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I received no help from anyone on this assignment.
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