3,486 research outputs found
Operator Product Expansion, Heavy Quarks, QCD Duality and its Violations
The quark (gluon)-hadron duality constitutes a basis for the theoretical
treatment of a wide range of inclusive processes -- from hadronic \tau decays
and R_{e^+e^-}, to semileptonic and nonleptonic decay rates of heavy flavor
hadrons. A theoretical analysis of these processes is carried out by using the
operator product expansion in the Euclidean domain, with subsequent analytic
continuation to the Minkowski domain. We formulate the notion of the quark
(gluon)-hadron duality in quantitative terms, then classify various
contributions leading to violations of duality. A prominent role in the
violations of duality seems to belong to the so called exponential terms which,
conceptually, may represent the (truncated) tail of the power series. A
qualitative model, relying on an instanton background field, is developed,
allowing one to get an estimate of the exponential terms. We then discuss a
number of applications, mostly from heavy quark physics.Comment: 59 pages, 6 figures, epsf.sty required. Revised: Styllistic changes;
minor clarifications added; three references corrected; minor changes in the
color-related factor
Suppression of Intensity Fluctuations in Free Space High-Speed Optical Communication Based on Spectral Encoding of a Partially Coherent Beam
A new concept of a free-space, high-speed (Gbps) optical communication system
based on spectral encoding of radiation from a broadband pulsed laser is
developed. It is shown that, in combination with the use of partially coherent
laser beams and a relatively slow photosensor, scintillations can be suppressed
by orders of magnitude for distances of more than 10 km. We also consider the
spectral encoding of radiation from a LED as a gigabit rate solution of the
"last mile" problem and rapid-deployment systems for disaster recovery.Comment: 16 pages, 2 figure
Superfluidity within Exact Renormalisation Group approach
The application of the exact renormalisation group to a many-fermion system
with a short-range attractive force is studied. We assume a simple ansatz for
the effective action with effective bosons, describing pairing effects and
derive a set of approximate flow equations for the effective coupling including
boson and fermionic fluctuations.
The phase transition to a phase with broken symmetry is found at a critical
value of the running scale. The mean-field results are recovered if boson-loop
effects are omitted. The calculations with two different forms of the regulator
was shown to lead to similar results.Comment: 17 pages, 3 figures, to appear in the proceedings of Renormalization
Group 2005 (RG 2005), Helsinki, Finland, 30 Aug - 3 Sep 200
Signatures of Electronic Correlations in Optical Properties of LaFeAsOF
Spectroscopic ellipsometry is used to determine the dielectric function of
the superconducting LaFeAsOF ( = 27 K) and undoped LaFeAsO
polycrystalline samples in the wide range 0.01-6.5 eV at temperatures 10 350 K. The free charge carrier response in both samples is heavily
damped with the effective carrier density as low as 0.0400.005 electrons
per unit cell. The spectral weight transfer in the undoped LaFeAsO associated
with opening of the pseudogap at about 0.65 eV is restricted at energies below
2 eV. The spectra of superconducting LaFeAsOF reveal a
significant transfer of the spectral weight to a broad optical band above 4 eV
with increasing temperature. Our data may imply that the electronic states near
the Fermi surface are strongly renormalized due to electron-phonon and/or
electron-electron interactions.Comment: 4 pages, 4 figures, units in Fig.2 adde
Functional renormalisation group for few-nucleon systems: SU(4) symmetry and its breaking
We apply the functional renormalisation group to few-nucleon systems. Our
starting point is a local effective action that includes three- and
four-nucleon interactions, expressed in terms of nucleon and two-nucleon boson
fields. The evolution of the coupling constants in this action is described by
a renormalisation group flow. We derive these flow equations both in the limit
of exact Wigner SU(4) symmetry and in the realistic case of broken symmetry. In
the symmetric limit we find that the renormalisation flow equations decouple,
and can be combined into two sets, one of which matches the known results for
bosons, and the other result matches the one for fermions with spin degrees
only. The equations show universal features in the unitary limit, which is
obtained when the two-body scattering length tends to infinity. We calculate
the spin-quartet neutron-deuteron scattering length and the deuteron-deuteron
scattering lengths in the spin-singlet and quintet channels
The ac-Driven Motion of Dislocations in a Weakly Damped Frenkel-Kontorova Lattice
By means of numerical simulations, we demonstrate that ac field can support
stably moving collective nonlinear excitations in the form of dislocations
(topological solitons, or kinks) in the Frenkel-Kontorova (FK) lattice with
weak friction, which was qualitatively predicted by Bonilla and Malomed [Phys.
Rev. B{\bf 43}, 11539 (1991)]. Direct generation of the moving dislocations
turns out to be virtually impossible; however, they can be generated initially
in the lattice subject to an auxiliary spatial modulation of the on-site
potential strength. Gradually relaxing the modulation, we are able to get the
stable moving dislocations in the uniform FK lattice with the periodic boundary
conditions, provided that the driving frequency is close to the gap frequency
of the linear excitations in the uniform lattice. The excitations have a large
and noninteger index of commensurability with the lattice (suggesting that its
actual value is irrational). The simulations reveal two different types of the
moving dislocations: broad ones, that extend, roughly, to half the full length
of the periodic lattice (in that sense, they cannot be called solitons), and
localized soliton-like dislocations, that can be found in an excited state,
demonstrating strong persistent internal vibrations. The minimum (threshold)
amplitude of the driving force necessary to support the traveling excitation is
found as a function of the friction coefficient. Its extrapolation suggests
that the threshold does not vanish at the zero friction, which may be explained
by radiation losses. The moving dislocation can be observed experimentally in
an array of coupled small Josephson junctions in the form of an {\it inverse
Josephson effect}, i.e., a dc-voltage response to the uniformly applied ac bias
current.Comment: Plain Latex, 13 pages + 9 PostScript figures. to appear on Journal of
Physics: condensed matte
Ferromagnetism and Lattice Distortions in the Perovskite YTiO
The thermodynamic properties of the ferromagnetic perovskite YTiO are
investigated by thermal expansion, magnetostriction, specific heat, and
magnetization measurements. The low-temperature spin-wave contribution to the
specific heat, as well as an Arrott plot of the magnetization in the vicinity
of the Curie temperature K, are consistent with a
three-dimensional Heisenberg model of ferromagnetism. However, a magnetic
contribution to the thermal expansion persists well above , which
contrasts with typical three-dimensional Heisenberg ferromagnets, as shown by a
comparison with the corresponding model system EuS. The pressure dependences of
and of the spontaneous moment are extracted using thermodynamic
relationships. They indicate that ferromagnetism is strengthened by uniaxial
pressures and is weakened by uniaxial
pressures and hydrostatic pressure.
Our results show that the distortion along the - and -axes is further
increased by the magnetic transition, confirming that ferromagnetism is favored
by a large GdFeO-type distortion. The c-axis results however do not fit
into this simple picture, which may be explained by an additional
magnetoelastic effect, possibly related to a Jahn-Teller distortion.Comment: 12 pages, 13 figure
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