147,100 research outputs found
Spectral convexity for attractive SU(2N) fermions
We prove a general theorem on spectral convexity with respect to particle
number for 2N degenerate components of fermions. The number of spatial
dimensions is arbitrary, and the system may be uniform or constrained by an
external potential. We assume only that the interactions are governed by an
SU(2N)-invariant two-body potential whose Fourier transform is negative
definite. The convexity result implies that the ground state is in a
2N-particle clustering phase. We discuss implications for light nuclei as well
as asymmetric nuclear matter in neutron stars.Comment: 10 pages, 2 figures; references adde
Nonequilibrium noise correlations in a point contact of helical edge states
We investigate theoretically the nonequilibrium finite-frequency current
noise in a four-terminal quantum point contact of interacting helical edge
states at a finite bias voltage. Special focus is put on the effects of the
single-particle and two-particle scattering between the two helical edge states
on the fractional charge quasiparticle excitations shown in the nonequilibrium
current noise spectra. Via the Keldysh perturbative approach, we find that the
effects of the single-particle and the two-particle scattering processes on the
current noise depend sensitively on the Luttinger liquid parameter. Moreover,
the Fano factors for the auto- and cross correlations of the currents in the
terminals are distinct from the ones for tunneling between the chiral edge
states in the quantum Hall liquid. The current noise spectra in the
single-particle-scattering-dominated and the two-particle-scattering-dominated
regime are shown. Experimental implications of our results on the transport
through the helical edges in two-dimensional topological insulators are
discussed.Comment: 10 pages, 8 figure
Search for Free Fractional Electric Charge Elementary Particles
We have carried out a direct search in bulk matter for free fractional
electric charge elementary particles using the largest mass single sample ever
studied - about 17.4 mg of silicone oil. The search used an improved and highly
automated Millikan oil drop technique. No evidence for fractional charge
particles was found. The concentration of particles with fractional charge more
than 0.16e (e being the magnitude of the electron charge) from the nearest
integer charge is less than particles per nucleon with 95%
confidence.Comment: 10 pages,LaTeX, 4 PS figures, submitted to PR
Uniform materials and the multiplicative decomposition of the deformation gradient in finite elasto-plasticity
In this work we analyze the relation between the multiplicative decomposition
of the deformation gradient as a product
of the elastic and plastic factors and the theory of uniform materials. We
prove that postulating such a decomposition is equivalent to having a uniform
material model with two configurations - total and the inelastic
. We introduce strain tensors characterizing different types of
evolutions of the material and discuss the form of the internal energy and that
of the dissipative potential. The evolution equations are obtained for the
configurations and the material metric .
Finally the dissipative inequality for the materials of this type is
presented.It is shown that the conditions of positivity of the internal
dissipation terms related to the processes of plastic and metric evolution
provide the anisotropic yield criteria
Light Gravitinos at Colliders and Implications for Cosmology
Light gravitinos, with mass in the eV to MeV range, are well-motivated in
particle physics, but their status as dark-matter candidates is muddled by
early-Universe uncertainties. We investigate how upcoming data from colliders
may clarify this picture. Light gravitinos are produced primarily in the decays
of the next-to-lightest supersymmetric particle, resulting in spectacular
signals, including di-photons, delayed and non-pointing photons, kinked charged
tracks, and heavy metastable charged particles. We find that the Tevatron with
20/fb and the 7 TeV LHC with 1/fb may both see evidence for hundreds of
light-gravitino events. Remarkably, this collider data is also well suited to
distinguish between currently viable light-gravitino scenarios, with striking
implications for structure formation, inflation, and other early-Universe
cosmology.Comment: 12 pages, 6 figures. To be submitted to Phys. Rev. D
Large-scale Monte Carlo simulations of the isotropic three-dimensional Heisenberg spin glass
We study the Heisenberg spin glass by large-scale Monte Carlo simulations for
sizes up to 32^3, down to temperatures below the transition temperature claimed
in earlier work. The data for the larger sizes show more marginal behavior than
that for the smaller sizes, indicating the lower critical dimension is close
to, and possibly equal to three. We find that the spins and chiralities behave
in a quite similar manner.Comment: 8 pages, 8 figures. Replaced with published versio
Giant Shapiro Resonances in a Flux Driven Josephson Junction Necklace
We present a detailed study of the dynamic response of a ring of equally
spaced Josephson junctions to a time-periodic external flux, including
screening current effects. The dynamics are described by the resistively
shunted Josephson junction model, appropriate for proximity effect junctions,
and we include Faraday's law for the flux. We find that the time-averaged
characteristics show novel {\em subharmonic giant Shapiro voltage resonances},
which strongly depend on having phase slips or not, on , on the inductance
and on the external drive frequency. We include an estimate of the possible
experimental parameters needed to observe these quantized voltage spikes.Comment: 8 pages RevTeX, 3 figures available upon reques
Extended scaling behavior of the spatially-anisotropic classical XY model in the crossover from three to two dimensions
The bivariate high-temperature expansion of the spin-spin
correlation-function of the three-dimensional classical XY (planar rotator)
model, with spatially-anisotropic nearest-neighbor couplings, is extended from
the 10th through the 21st order. The computation is carried out for the
simple-cubic lattice, in the absence of magnetic field, in the case in which
the coupling strength along the z-axis of the lattice is different from those
along the x- and the y-axes. It is then possible to determine accurately the
critical temperature as function of the parameter R which characterizes the
coupling anisotropy and to check numerically the universality, with respect to
R, of the critical exponents of the three-dimensional anisotropic system. The
analysis of our data also shows that the main predictions of the generalized
scaling theory for the crossover from the three-dimensional to the
two-dimensional critical behavior are compatible with the series
extrapolations.Comment: 29 pages, 7 figure
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