Now, the average molecular velocity of a gas is given by the following formula : temperature of the gasAverage molecular velocity-----------------------molecular mass of the gasThus, the average molecular velocity of a gas is a function of both its temperature, and its molecular mass.
12.
Now, the average molecular velocity of a gas is given by the following formula : temperature of the gasAverage molecular velocity-----------------------molecular mass of the gasThus, the average molecular velocity of a gas is a function of both its temperature, and its molecular mass.
13.
I know that a lot of time the Boltzmann distribution of molecular velocities spans such a large range of possible values that we call it a continuum-- but are those values countable ? talk ) 05 : 53, 8 November 2009 ( UTC)
