40,753 research outputs found
Energy diffusion in frustrated quantum spin chains exhibiting Gaussian orthogonal ensemble level statistics
Frustrated quantum spin chains with the next-nearest-neighbor (NNN)
couplings are typically deterministic many-body systems exhibiting Gaussian
orthogonal ensemble (GOE) spectral statistics. We investigate energy diffusion
for these spin chains in the presence of a periodically oscillating magnetic
field. Diffusion coefficients are found to obey the power law with respect to
both the field strength and driving frequency with its power varying depending
on the linear response and non-perturbative regimes. The widths of the linear
response and the non-perturbative regimes depend on the strength of
frustrations. We have also elucidated a mechanism for oscillation of energy
diffusion in the case of weakened frustrations.Comment: 6 pages, 6 figure
Properties of Color-Coulomb String Tension
We study the properties of the color-Coulomb string tension obtained from the
instantaneous part of gluon propagators in Coulomb gauge using quenched SU(3)
lattice simulation.
In the confinement phase, the dependence of the color-Coulomb string tension
on the QCD coupling constant is smaller than that of the Wilson loop string
tension. On the other hand, in the deconfinement phase, the color-Coulomb
string tension does not vanish even for , the temperature
dependence of which is comparable with the magnetic scaling, dominating the
high temperature QCD. Thus, the color-Coulomb string tension is not an order
parameter of QGP phase transition.Comment: 17 pages, 5 figures; one new figure added, typos corrected, version
to appear in PR
Critical comparison of electrode models in density functional theory based quantum transport calculations
We study the performance of two different electrode models in quantum
transport calculations based on density functional theory: Parametrized Bethe
lattices and quasi-one dimensional wires or nanowires. A detailed account of
implementation details in both cases is given. From the systematic study of
nanocontacts made of representative metallic elements, we can conclude that
parametrized electrode models represent an excellent compromise between
computational cost and electronic structure definition as long as the aim is to
compare with experiments where the precise atomic structure of the electrodes
is not relevant or defined with precision. The results obtained using
parametrized Bethe lattices are essentially similar to the ones obtained with
quasi one dimensional electrodes for large enough sections of these, adding a
natural smearing to the transmission curves that mimics the true nature of
polycrystalline electrodes. The latter are more demanding from the
computational point of view, but present the advantage of expanding the range
of applicability of transport calculations to situations where the electrodes
have a well-defined atomic structure, as is case for carbon nanotubes, graphene
nanoribbons or semiconducting nanowires. All the analysis is done with the help
of codes developed by the authors which can be found in the quantum transport
toolbox Alacant and are publicly available.Comment: 17 pages, 12 figure
First-order quantum correction to the Larmor radiation from a moving charge in a spatially homogeneous time-dependent electric field
First-order quantum correction to the Larmor radiation is investigated on the
basis of the scalar QED on a homogeneous background of time-dependent electric
field, which is a generalization of a recent work by Higuchi and Walker so as
to be extended for an accelerated charged particle in a relativistic motion. We
obtain a simple approximate formula for the quantum correction in the limit of
the relativistic motion when the direction of the particle motion is parallel
to that of the electric field.Comment: 12 pages, 2 figures, accepted for publication in Physical Review
Perturbations of Matter Fields in the Second-order Gauge-invariant Cosmological Perturbation Theory
Some formulae for the perturbations of the matter fields are summarized
within the framework of the second-order gauge-invariant cosmological
perturbation theory in a four dimensional homogeneous isotropic universe, which
is developed in the papers [K.Nakamura, Prog.Theor.Phys., 117 (2007), 17.]. We
derive the formulae for the perturbations of the energy momentum tensors and
equations of motion for a perfect fluid, an imperfect fluid, and a signle
scalar field, and show that all equations are derived in terms of
gauge-invariant variables without any gauge fixing.Comment: (v1) 76 pages, no figure; (v2) minor revision, typos are corrected,
references are added; (v3) Title is changed, Compactified into 55 pages,
Comment on the comparison with the other work is added; (v4)typos are
correcte
- …