3,782 research outputs found
A note on the discontinuity stresses at the junction of a pressurised spherical shell and a cylinder
An analysis has been made of the forces and moments occurring at the
junction of a pressurised spherical shell with an intersecting cylinder.
The additional effects of having a temperature gradient along the
length of the cylinder and the effect of a jointing ring have been
considered
Theory of many-fermion systems II: The case of Coulomb interactions
In a recent paper (cond-mat/9703164) a general field-theoretical description
of many-fermion systems with short-ranged interactions has been developed. Here
we extend this theory to the case of disordered electrons interacting via a
Coulomb potential. A detailed discussion is given of the Ward identity that
controls the soft modes in the system, and the generalized nonlinear sigma
model for the Coulombic case is derived and discussed.Comment: 12 pp., REVTeX, no figs, final version as publishe
The Future of Aminoglycosides: The End or Renaissance?
Although aminoglycosides have been used as antibacterials for decades, their use has been hindered by their inherent toxicity and the resistance that has emerged to these compounds. It seems that such issues have relegated a formerly front-line class of antimicrobials to the proverbial back shelf. However, recent advances have demonstrated that novel aminoglycosides have a potential to overcome resistance as well as to be used to treat HIV-1 and even human genetic disorders, with abrogated toxicity. It is not the end for aminoglycosides, but rather, the challenges faced by researchers have led to ingenuity and a change in how we view this class of compounds, a renaissance.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/71366/1/880_ftp.pd
Symmetric Skyrmions
We present candidates for the global minimum energy solitons of charge one to
nine in the Skyrme model, generated using sophisticated numerical algorithms.
Assuming the Skyrme model accurately represents the low energy limit of QCD,
these configurations correspond to the classical nuclear ground states of the
light elements. The solitons found are particularly symmetric, for example, the
charge seven skyrmion has icosahedral symmetry, and the shapes are shown to fit
a remarkable sequence defined by a geometric energy minimization (GEM) rule. We
also calculate the energies and sizes to within at least a few percent
accuracy. These calculations provide the basis for a future investigation of
the low energy vibrational modes of skyrmions and hence the possibility of
testing the Skyrme model against experiment.Comment: latex, 9 pages, 1 figure (fig1.gif
Interchain coherence of coupled Luttinger liquids at all orders in perturbation theory
We analyze the problem of Luttinger liquids coupled via a single-particle
hopping \tp and introduce a systematic diagrammatic expansion in powers of
\tp. An analysis of the scaling of the diagrams at each order allows us to
determine the power-law behavior versus \tp of the interchain hopping and of
the Fermi surface warp. In particular, for strong interactions, we find that
the exponents are dominated by higher-order diagrams producing an enhanced
coherence and a failure of linear-response theory. Our results are valid at any
finite order in \tp for the self-energy.Comment: 4 pages, 3 ps figures. Accepted for publication in Phys. Rev. Let
Theory of Fermion Liquids
We develop a general theory of fermion liquids in spatial dimensions greater
than one. The principal method, bosonization, is applied to the cases of short
and long range longitudinal interactions, and to transverse gauge interactions.
All the correlation functions of the system may be obtained with the use of a
generating functional. Short-range and Coulomb interactions do not destroy the
Landau Fermi fixed point. Novel fixed points are found, however, in the cases
of a super-long range longitudinal interaction in two dimensions and transverse
gauge interactions in two and three spatial dimensions. We consider in some
detail the 2+1-dimensional problem of a Chern-Simons gauge action combined with
a longitudinal two-body interaction which
controls the density, and hence gauge, fluctuations. For we find that
the gauge interaction is irrelevant and the Landau fixed point is stable, while
for the interaction is relevant and the fixed point cannot be accessed
by bosonization. Of special importance is the case (Coulomb
interaction) which describes the Halperin-Lee-Read theory of the half-filled
Landau level. We obtain the full quasiparticle propagator which is of a
marginal Fermi liquid form. Using Ward Identities, we show that neither the
inclusion of nonlinear terms in the fermion dispersion, nor vertex corrections,
alters our results: the fixed point is accessible by bosonization. As the
two-point fermion Green's function is not gauge invariant, we also investigate
the gauge-invariant density response function. Near momentum , in
addition to the Kohn anomaly we find singular behavior. In Appendices we
present a numerical calculation of the spectral function for a Fermi liquid
with Landau parameter . We also show how Kohn's theorem isComment: Minor corrections and clarifications, and additional references. 30
pages, RevTex 3.0, 3 figures in uuencoded postscript files
Magnetoresistance and Hall Constant of Composite Fermions
We consider both disorder and interaction effects on the magnetoresistance
and Hall constant of composite fermions in the vicinity of half filled Landau
level. By contrast to the standard case of Coulomb interacting two-dimensional
electron gas we find logarithmic temperature corrections to the Hall
conductivity and the magnetoresistance of composite fermions whereas the Hall
constant acquires no such correction in the lowest order. The theory provides a
possible explanation of the resistivity minimum at filling factor .Comment: Latex, 11 pages, Nordita repor
Phase Transitions of the Flux Line Lattice in High-Temperature Superconductors with Weak Columnar and Point Disorder
We study the effects of weak columnar and point disorder on the
vortex-lattice phase transitions in high temperature superconductors. The
combined effect of thermal fluctuations and of quenched disorder is
investigated using a simplified cage model. For columnar disorder the problem
maps into a quantum particle in a harmonic + random potential. We use the
variational approximation to show that columnar and point disorder have
opposite effect on the position of the melting line as observed experimentally.
Replica symmetry breaking plays a role at the transition into a vortex glass at
low temperatures.Comment: 4 pages in 2 columns format + 2 eps figs included, uses RevTeX and
multicol.st
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