University of Toronto
Physics Department
Quantum Optics and Condensed Matter

MONDAY SEMINAR


Speaker : ROBIN MARJORIBANKS
Associate Professor
Department of Physics
University of Toronto  
Topic : 'FRUSTRATED' DEBYE SHIELDING IN ULTRA-INTENSE
LASER-PLASMA INTERACTIONS
Time : Monday, January 17, 2000 at 12:10 p.m.
Place : Room 408, Burton Tower 60 St. George Street / 255 Huron Street

Abstract

Debye shielding is one of the really basic concepts in plasma  physics, having implications wherever free charges appear:  all  through solid-state physics, solar physics, astrophysics, and many  other fields.  Because it describes the way that free charges  self-consistently assemble around a charge perturbation, such as an ion, Debye shielding affects the energy and lineshape of spectral emission and absorption lines, and a host of collective nonlinear phenomena in plasmas, such as stimulated Raman scattering, Brillouin scattering and Thomson scattering, among others.

But when is Debye shielding not Debye shielding?  In ultra-intense  laser-matter interaction studies we have made, we've found a  threshold past which the electromagnetic field of light competes with the electrostatic shielding of Debye electrons in a plasma — past this point, the laser field can actually inhibit Debye shielding, as  it sends shielding electrons off on another 'errand'.

One of the main results is a rearrangement of the fundamental  dispersion relations for waves in plasma.  Ion-acoustic waves (in  which ion perturbations are 'dressed' by Debye electrons) become naked ion-plasma waves, with a different restoring force and frequency, and so the relations for many nonlinear wave couplings are  dramatically changed.  I'll describe some of the basic theory, and show new red- and blue-shifted Stokes-like satellites to high-order laser-harmonics we've discovered in such interactions, and survey  several similar problematic observations in intense laser-plasma interactions, which seem now to make sense.
 
 





Local Host:  Aephraim Steinbergphone (416-978-0713)

See   http://www.physics.utoronto.ca/~qocmp