511,833 research outputs found
QCD Factorization for Quarkonium Production in Hadron Collions at Low Transverse Momentum
Inclusive production of a quarkonium in hadron collisions at low
transverse momentum can be used to extract various
Transverse-Momentum-Dependent(TMD) gluon distributions of hadrons, provided the
TMD factorization for the process holds. The factorization involving
unpolarized TMD gluon distributions of unpolarized hadrons has been examined
with on-shell gluons at one-loop level. In this work we study the factorization
at one-loop level with diagram approach in the most general case, where all TMD
gluon distributions at leading twist are involved. We find that the
factorization holds and the perturbative effects are represented by one
perturbative coefficient. Since the initial gluons from hadrons are off-shell
in general, there exists the so-called super-leading region found recently. We
find that the contributions from this region can come from individual diagrams
at one-loop level, but they are cancelled in the sum. Our factorized result for
the differential cross-section is explicitly gauge-invariant.Comment: discussions and references are added. Published version on Phys. Rev.
Polarized Curvature Radiation in Pulsar Magnetosphere
The propagation of polarized emission in pulsar magnetosphere is investigated
in this paper. The polarized waves are generated through curvature radiation
from the relativistic particles streaming along curved magnetic field lines and
co-rotating with the pulsar magnetosphere. Within the 1/{\deg} emission cone,
the waves can be divided into two natural wave mode components, the ordinary
(O) mode and the extraord nary (X) mode, with comparable intensities. Both
components propagate separately in magnetosphere, and are aligned within the
cone by adiabatic walking. The refraction of O-mode makes the two components
separated and incoherent. The detectable emission at a given height and a given
rotation phase consists of incoherent X-mode and O-mode components coming from
discrete emission regions. For four particle-density models in the form of
uniformity, cone, core and patches, we calculate the intensities for each mode
numerically within the entire pulsar beam. If the co-rotation of relativistic
particles with magnetosphere is not considered, the intensity distributions for
the X-mode and O-mode components are quite similar within the pulsar beam,
which causes serious depolarization. However, if the co-rotation of
relativistic particles is considered, the intensity distributions of the two
modes are very different, and the net polarization of out-coming emission
should be significant. Our numerical results are compared with observations,
and can naturally explain the orthogonal polarization modes of some pulsars.
Strong linear polarizations of some parts of pulsar profile can be reproduced
by curvature radiation and subsequent propagation effect.Comment: 12 pages, 9 figures, Accepted for publication in MNRA
The SDSS Galaxy Angular Two-Point Correlation Function
We present the galaxy two-point angular correlation function for galaxies
selected from the seventh data release of the Sloan Digital Sky Survey. The
galaxy sample was selected with -band apparent magnitudes between 17 and 21;
and we measure the correlation function for the full sample as well as for the
four magnitude ranges: 17-18, 18-19, 19-20, and 20-21. We update the flag
criteria to select a clean galaxy catalog and detail specific tests that we
perform to characterize systematic effects, including the effects of seeing,
Galactic extinction, and the overall survey uniformity. Notably, we find that
optimally we can use observed regions with seeing < 1\farcs5, and -band
extinction < 0.13 magnitudes, smaller than previously published results.
Furthermore, we confirm that the uniformity of the SDSS photometry is minimally
affected by the stripe geometry. We find that, overall, the two-point angular
correlation function can be described by a power law, with , over the range
0\fdg005--10\degr. We also find similar relationships for the four
magnitude subsamples, but the amplitude within the same angular interval for
the four subsamples is found to decrease with fainter magnitudes, in agreement
with previous results. We find that the systematic signals are well below the
galaxy angular correlation function for angles less than approximately
5\degr, which limits the modeling of galaxy angular correlations on larger
scales. Finally, we present our custom, highly parallelized two-point
correlation code that we used in this analysis.Comment: 22 pages, 17 figures, accepted by MNRA
Fuzzy Chance-constrained Programming Based Security Information Optimization for Low Probability of Identification Enhancement in Radar Network Systems
In this paper, the problem of low probability of identification (LPID) improvement for radar network systems is investigated. Firstly, the security information is derived to evaluate the LPID performance for radar network. Then, without any prior knowledge of hostile intercept receiver, a novel fuzzy chance-constrained programming (FCCP) based security information optimization scheme is presented to achieve enhanced LPID performance in radar network systems, which focuses on minimizing the achievable mutual information (MI) at interceptor, while the attainable MI outage probability at radar network is enforced to be greater than a specified confidence level. Regarding to the complexity and uncertainty of electromagnetic environment in the modern battlefield, the trapezoidal fuzzy number is used to describe the threshold of achievable MI at radar network based on the credibility theory. Finally, the FCCP model is transformed to a crisp equivalent form with the property of trapezoidal fuzzy number. Numerical simulation results demonstrating the performance of the proposed strategy are provided
Geometric phase in dephasing systems
Beyond the quantum Markov approximation, we calculate the geometric phase of
a two-level system driven by a quantized magnetic field subject to phase
dephasing. The phase reduces to the standard geometric phase in the weak
coupling limit and it involves the phase information of the environment in
general. In contrast with the geometric phase in dissipative systems, the
geometric phase acquired by the system can be observed on a long time scale. We
also show that with the system decohering to its pointer states, the geometric
phase factor tends to a sum over the phase factors pertaining to the pointer
states.Comment: 4 page
Variation of the solar magnetic flux spectrum during solar cycle 23
By using the unique database of SOHO/MDI full disk magnetograms from 1996
September to 2011 January, covering the entire solar cycle 23, we analyze the
time-variability of the solar magnetic flux spectrum and study the properties
of extended minimum of cycle 23. We totally identify 11.5 million magnetic
structures. It has been revealed that magnetic features with different magnetic
fluxes exhibit different cycle behaviors. The magnetic features with flux
larger than Mx, which cover solar active regions and
strong network features, show exactly the same variation as sunspots; However,
the remaining magnetic features which cover the majority of network
elements show anti-phase variation with sunspots. We select a riterion that the
monthly sunspot number is less than 20 to represent the Sun's low activity
status. Then we find the extended minimum of cycle 23 is characterized by the
long duration of low activity status, but the magnitude of magnetic flux in
this period is not lower than previous cycle. Both the duration of low activity
status and the minimum activity level defined by minimum sunspot number show a
century period approximately. The extended minimum of cycle 23 shows
similarities with solar cycle 11, which preceded the mini-maxima in later solar
cycles. This similarity is suggestive that the solar cycles following cycle 23
are likely to have low activity.Comment: 24 pages, 7 figures, accepted by JGR in 201
- …
