Skip to Content
Physics @ Berkeley
Skip to Content
Skip to Content
Events in Physics
Title: "Supersonic and subsonic nonlinear excitations in anharmonic lattices"    (Colloquia)
Start Date: 09/13/2004
Time: 4:30 pm
Location: 1 LeConte Hall
Speaker: Yury Kosevich
Affiliation: Physics Department, Moscow State University
Contact Person: K. Lee   (510) 642-3034
Details: We study analytically and numerically moving localized excitations of Fermi-Pasta-Ulam (FPU) and Lennard-Jones (LJ) anharmonic lattices. Numerical simulations reveal the presence of large-amplitude strongly localized "discrete" kink-solitons (DKs) which move with supersonic velocity which is proportional to the kink amplitude. For the FPU lattice, our numerical simulations also reveal two "discrete" subsonic group velocities of the moving large amplitude breathers which are both proportional to the breather amplitude. The main properties (relative displacement pattern, velocity, dispersion relation) of the observed super- and subsonic nonlinear excitations are well described analytically within theoretical approach based on the existence in FPU lattices of extended exact solutions with sinusoidal displacement pattern with "magic" wavenumber.