This function depends on a position vector, a velocity vector, and time; this equation thus provides a statistical statement about the positions and velocities of the particles at any time.
It can be used to calculate transport coefficients, such as conductivity. First proposed in 1872, it describes a function that gives a mathematical description of a state and how it is changing. This function depends on a position vector, a velocity vector, and time; this equation thus provides a statistical statement about the positions and velocities of the particles at any time. FTP, identify this equation named after a 19th century Austrian physicist that is used in the study of a collection of particles in non- equilibrium statistical mechanics.
It can be used to calculate transport coefficients, such as conductivity.
{Boltzmann} equation