Collision theory

Introduction All gaseous atomic particles have a movement comprising random speed and direction. The average velocity of gaseous particles can be procured by taking the square root of the average velocities, i.e., the root mean square velocities of the gas particles. The root means square velocity has two considerations: Molecular weight Temperature. Moreover, velocity is […]

This study material notes on root mean square velocity defines root mean square velocity and the parameters on which it depends. The root mean square velocity of particles in a gas is calculated using the square root of the average velocity-squared of the individual molecules in the gas. The root-mean-square speed addresses both molecular weight

Introduction  The square root of the aggregate velocity-squared of the molecules in a gas is the root mean square speed of gas. Towards the end of the 19th century, scientists put forth a theory on the properties of gases based on a few assumptions.  These basic ideas and assumptions formed the basis for the Kinetic

The meeting of two or more point masses in split-second contact is a collision of point masses. The meeting could be due to excitation or the natural motion of the point masses. Collision may be defined as the short duration interaction between two or more than two point masses simultaneously leading to change in motion