Another model for this phenomenon is a stochastic differential equation which measures it at long timescales; this is known as the Langevin equation.
The Fokker-Planck equations for this phenomenon show probability density over time. Another model for this phenomenon is a stochastic differential equation which measures it at long timescales; this is known as the Langevin equation. Through the Stokes-Einstein law, calculations of this phenomenon were used by Jean Baptiste Perrin to determine Avogadro's number. For 10 points, diffusion is a basic example of what random motion of particles in a fluid, first discovered in grains of pollen by its namesake botanist Robert Brown?
The Fokker-Planck equations for this phenomenon show probability density over time.
Brownian motion (accept pedesis) &lt;JK&gt;