Difference between revisions of "One-dimensional Brownian motion"

Revision as of 02:50, 25 May 2016

This stand shows a model of continuous heating of particles (Brownian motion).

[math]d \dot u = -\eta \dot u \, dt - \omega u \, dt + b p \sqrt{dt}[/math]

where [math]\eta[/math] — specific viscosity, [math]\sigma^2[/math] — dispersion, [math]\omega[/math] — inflexibility.

List of projects

• Heat input:
  • in particle
  • in grain (the output of displacements and velocities)
  • in grain (the output of temperature)