Classical Brownian Equation

Available identifiers

special case of an equation of motion where no average acceleration takes place

Defining Formula: $\frac{d}{d t} q = - \frac{D}{k_{B} T} F (q) + \sqrt{2 D} R (t)$
$D$ symbol represents Diffusion Coefficient
$F$ symbol represents Classical Force
$R (t)$ symbol represents White Noise
$T$ symbol represents Temperature
$k_{B}$ symbol represents Boltzmann Constant
$q$ symbol represents Classical Position
$t$ symbol represents Time