It can be explained by the formula for the average collision rate for the walls of the container, and it results from the square root of m's dependence on the velocity of a gas particle in the Maxwell distribution. The factor
It can be explained by the formula for the average collision rate for the walls of the container, and it results from the square root of m's dependence on the velocity of a gas particle in the Maxwell distribution. The factor on the right side is known as the enrichment rate and can be calculated quite easily. It employs a simple inverse proportionality with the densities and the rate of the value in its name. FTP, identify this law of effusion named for its English discoverer.
It can be explained by the formula for the average collision rate for the walls of the container, and it results from the square root of m's dependence on the velocity of a gas particle in the Maxwell distribution.
{Graham’s} law of effusion (or diffusion)