7,647 research outputs found
Coexisting ordinary elasticity and superfluidity in a model of defect-free supersolid
We present the mechanics of a model of supersolid in the frame of the
Gross-Pitaevskii equation at that do not require defects nor vacancies.
A set of coupled nonlinear partial differential equations plus boundary
conditions is derived. The mechanical equilibrium is studied under external
constrains as steady rotation or external stress. Our model displays a
paradoxical behavior: the existence of a non classical rotational inertia
fraction in the limit of small rotation speed and no superflow under small (but
finite) stress nor external force. The only matter flow for finite stress is
due to plasticity.Comment: 6 pages, 2 figure
Vacancy-Impurity Nanoclusters in Solid Solutions
The existence of vacancy--impurity clusters due to quantum properties of
vacancies in phase separated solid solutions of 4He in 3He is analyzed and
discussed. Additional mechanism called vacancy assisted nucleation is proposed.
According to this assumption the vacancy-impurity clusters should have b.c.c.
structure.Comment: 5 pages, 1 figure, Late
On the spectrum of facet crystallization waves at the smooth 4He crystal surface
The wavelike processes of crystallization and melting or crystallization
waves are well known to exist at the 4He crystal surface in the rough state.
Much less is known about crystallization waves for the 4He crystal surface in
the smooth well-faceted state below the roughening transition temperature. To
meet the lack, we analyze here the spectrum of facet crystallization waves and
its dependence upon the wavelength, perturbation amplitude, and the number of
possible facet steps distributed somehow over the wavelength. All the
distinctive features of facet crystallization waves from conventional waves at
the rough surface result from a nonanalytic cusplike behavior in the angle
dependence for the surface tension of smooth crystal facets.Comment: 7 pages, 3 figures, 1 tabl
Radiative double electron capture by bare nucleus with emission of one photon
Calculation of the cross-section for the process of double electron capture
by bare nucleus with emission of a single photon is presented. The double
electron capture is evaluated within the framework of Quantum Electrodynamics
(QED). Line-Profile Approach (LPA) is employed. Since the radiative double
electron capture is governed by the electron correlation, corrections to the
interelectron interaction were calculated with high accuracy, partly to all
orders of the perturbation theory
Ballistic effects in a proximity induced superconducting diffusive metal
Using a Scanning Tunneling Microscope (STM), we investigate the Local Density
of States (LDOS) of artificially fabricated normal metal nano-structures in
contact with a superconductor. Very low temperature local spectroscopic
measurements (100 mK) reveal the presence of well defined subgap peaks at
energy |E|<Delta in the LDOS at various positions of the STM tip. Although no
clear correlations between the LDOS and the shape of the samples have emerged,
some of the peak features suggest they originate from quasi-particle bound
states within the normal metal structures (De Gennes St James states).
Refocusing of electronic trajectories induced by the granular srtucture of the
samples can explain the observation of spatially uncorrelated interference
effects in a non-ballistic medium.Comment: 4 pages, 4 figure
Non-divergent pseudo-potential treatment of spin-polarized fermions under 1D and 3D harmonic confinement
Atom-atom scattering of bosonic one-dimensional (1D) atoms has been modeled
successfully using a zero-range delta-function potential, while that of bosonic
3D atoms has been modeled successfully using Fermi-Huang's regularized s-wave
pseudo-potential. Here, we derive the eigenenergies of two spin-polarized 1D
fermions under external harmonic confinement interacting through a zero-range
potential, which only acts on odd-parity wave functions, analytically. We also
present a divergent-free zero-range potential treatment of two spin-polarized
3D fermions under harmonic confinement. Our pseudo-potential treatments are
verified through numerical calculations for short-range model potentials.Comment: 9 pages, 4 figures (subm. to PRA on 03/15/2004
Spin resolved Andreev reflection in ferromagnet-superconductor junctions with Zeeman splitting
Andreev reflection in ferromagnet-superconductor junctions is derived in a
regime in which Zeeman splitting dominates the response of the superconductor
to an applied magnetic field. Spin-up and spin-down Andreev reflections are
shown to be resolved as voltage is increased. In the metallic limit, the
transition from Andreev to tunnel conductivity in the spin-up channels has a
non trivial behavior when spin polarization is increased. The conductance is
asymmetric in a voltage reversal.Comment: RevTex. 13 pages. 3 figures include
Re-entrant localization of single particle transport in disordered Andreev wires
We study effects of disorder on the low energy single particle transport in a
normal wire surrounded by a superconductor. We show that the heat conductance
includes the Andreev diffusion decreasing with increase in the mean free path
and the diffusive drift produced by a small particle-hole asymmetry,
which increases with increasing . The conductance thus has a minimum as a
function of which leads to a peculiar re-entrant localization as a
function of the mean free path.Comment: 4 pages, 2 figure
Supersolid Order from Disorder: Hard-Core Bosons on the Triangular Lattice
We study the interplay of Mott localization, geometric frustration, and
superfluidity for hard-core bosons with nearest-neighbor repulsion on the
triangular lattice. For this model at half-filling, we demonstrate that
superfluidity survives for arbitrarily large repulsion, and that diagonal solid
order emerges in the strongly correlated regime from an order-by-disorder
mechanism. This is thus an unusual example of a stable supersolid phase of
hard-core lattice bosons at a commensurate filling.Comment: 4 pages, 2 figures; finite-size scaling discussion adde
Classical and relativistic dynamics of supersolids: variational principle
We present a phenomenological Lagrangian and Poisson brackets for obtaining
nondissipative hydrodynamic theory of supersolids. A Lagrangian is constructed
on the basis of unification of the principles of non-equilibrium thermodynamics
and classical field theory. The Poisson brackets, governing the dynamics of
supersolids, are uniquely determined by the invariance requirement of the
kinematic part of the found Lagrangian. The generalization of Lagrangian is
discussed to include the dynamics of vortices. The obtained equations of motion
do not account for any dynamic symmetry associated with Galilean or Lorentz
invariance. They can be reduced to the original Andreev-Lifshitz equations if
to require Galilean invariance. We also present a relativistic-invariant
supersolid hydrodynamics, which might be useful in astrophysical applications.Comment: 22 pages, changed title and content, added reference
- …