3 research outputs found
A Gaussian Theory of Superfluid--Bose-Glass Phase Transition
We show that gaussian quantum fluctuations, even if infinitesimal, are
sufficient to destroy the superfluidity of a disordered boson system in 1D and
2D. The critical disorder is thus finite no matter how small the repulsion is
between particles. Within the gaussian approximation, we study the nature of
the elementary excitations, including their density of states and mobility edge
transition. We give the gaussian exponent at criticality in 1D and show
that its ratio to of the pure system is universal.Comment: Revtex 3.0, 11 pages (4 figures will be sent through airmail upon
request
Ground State and Excitations of Disordered Boson Systems
After an introduction to the dirty bosons problem, we present a gaussian
theory for the ground state and excitations. This approach is physically
equivalent to the Bogoliubov approximation. We find that ODLRO can be destroyed
with sufficient disorder. The density of states and localization of the
elementary excitations are discussed. (To appear in JLTP Proceedings of the
Conference on Condensed Bose Systems at the University of Minnesota, 1993.)Comment: 13 pages. (postscript file because of the figures inserted in the
text.