Stretched Exponential Relaxation for Brownian Particles
Seminar
QUEST Center event
No
Speaker
Lucianno Defaveri
Date
22/03/2023 - 11:30 - 10:30Add to Calendar
2023-03-22 10:30:10
2023-03-22 11:30:11
Stretched Exponential Relaxation for Brownian Particles
We consider Brownian particles diffusing in an external potential which grows at long distance as x^\alpha, 0<\alpha<1. We show that the relaxation to the Gibbs steady-state is anomalous, with stretched exponential relaxation. We calculate the spatial dependence of this slowly relaxing distribution characterizing the approach to equilibrium.
Rm 303
Department of Physics
physics.dept@mail.biu.ac.il
Asia/Jerusalem
public
Place
Rm 303
Abstract
We consider Brownian particles diffusing in an external potential which grows at long distance as x^\alpha, 0<\alpha<1. We show that the relaxation to the Gibbs steady-state is anomalous, with stretched exponential relaxation. We calculate the spatial dependence of this slowly relaxing distribution characterizing the approach to equilibrium.
Last Updated Date : 21/03/2023
