8,272 research outputs found
How BAO measurements can fail to detect quintessence
We model the nonlinear growth of cosmic structure in different dark energy
models, using large volume N-body simulations. We consider a range of
quintessence models which feature both rapidly and slowly varying dark energy
equations of state, and compare the growth of structure to that in a universe
with a cosmological constant. The adoption of a quintessence model changes the
expansion history of the universe, the form of the linear theory power spectrum
and can alter key observables, such as the horizon scale and the distance to
last scattering. The difference in structure formation can be explained to
first order by the difference in growth factor at a given epoch; this scaling
also accounts for the nonlinear growth at the 15% level. We find that
quintessence models which feature late , rapid transitions towards
in the equation of state, can have identical baryonic acoustic
oscillation (BAO) peak positions to those in CDM, despite being very
different from CDM both today and at high redshifts .
We find that a second class of models which feature non-negligible amounts of
dark energy at early times cannot be distinguished from CDM using
measurements of the mass function or the BAO. These results highlight the need
to accurately model quintessence dark energy in N-body simulations when testing
cosmological probes of dynamical dark energy.Comment: 10 pages, 7 figures, to appear in the Invisible Univers International
Conference AIP proceedings serie
Single plane minimal tomography of double slit qubits
The determination of the density matrix of an ensemble of identically
prepared quantum systems by performing a series of measurements, known as
quantum tomography, is minimal when the number of outcomes is minimal. The most
accurate minimal quantum tomography of qubits, sometimes called a tetrahedron
measurement, corresponds to projections over four states which can be
represented on the Bloch sphere as the vertices of a regular tetrahedron. We
investigate whether it is possible to implement the tetrahedron measurement of
double slit qubits of light, using measurements performed on a single plane.
Assuming Gaussian slits and free propagation, we demonstrate that a judicious
choice of the detection plane and the double slit geometry allows the
implementation of a tetrahedron measurement. Finally, we consider possible sets
of values which could be used in actual experiments.Comment: 23 pages, 4 figure
The effects of halo alignment and shape on the clustering of galaxies
We investigate the effects of halo shape and its alignment with larger scale
structure on the galaxy correlation function. We base our analysis on the
galaxy formation models of Guo et al., run on the Millennium Simulations. We
quantify the importance of these effects by randomizing the angular positions
of satellite galaxies within haloes, either coherently or individually, while
keeping the distance to their respective central galaxies fixed. We find that
the effect of disrupting the alignment with larger scale structure is a ~2 per
cent decrease in the galaxy correlation function around r=1.8 Mpc/h. We find
that sphericalizing the ellipsoidal distributions of galaxies within haloes
decreases the correlation function by up to 20 per cent for r<1 Mpc/h and
increases it slightly at somewhat larger radii. Similar results apply to power
spectra and redshift-space correlation functions. Models based on the Halo
Occupation Distribution, which place galaxies spherically within haloes
according to a mean radial profile, will therefore significantly underestimate
the clustering on sub-Mpc scales. In addition, we find that halo assembly bias,
in particular the dependence of clustering on halo shape, propagates to the
clustering of galaxies. We predict that this aspect of assembly bias should be
observable through the use of extensive group catalogues.Comment: 8 pages, 6 figures. Accepted for publication in MNRAS. Minor changes
relative to v1. Note: this is an revised and considerably extended
resubmission of http://arxiv.org/abs/1110.4888; please refer to the current
version rather than the old on
On the existence of certain axisymmetric interior metrics
One of the effects of noncommutative coordinate operators is that the
delta-function connected to the quantum mechanical amplitude between states
sharp to the position operator gets smeared by a Gaussian distribution.
Although this is not the full account of effects of noncommutativity, this
effect is in particular important, as it removes the point singularities of
Schwarzschild and Reissner-Nordstr\"{o}m solutions. In this context, it seems
to be of some importance to probe also into ring-like singularities which
appear in the Kerr case. In particular, starting with an anisotropic
energy-momentum tensor and a general axisymmetric ansatz of the metric together
with an arbitrary mass distribution (e.g. Gaussian) we derive the full set of
Einstein equations that the Noncommutative Geometry inspired Kerr solution
should satisfy. Using these equations we prove two theorems regarding the
existence of certain Kerr metrics inspired by Noncommutative Geometry.Comment: 27 pages, accepted for publication in Journal of Mathematical Physic
The galaxy correlation function as a constraint on galaxy formation physics
We introduce methods which allow observed galaxy clustering to be used
together with observed luminosity or stellar mass functions to constrain the
physics of galaxy formation. We show how the projected two-point correlation
function of galaxies in a large semi-analytic simulation can be estimated to
better than ~10% using only a very small subsample of the subhalo merger trees.
This allows measured correlations to be used as constraints in a Monte Carlo
Markov Chain exploration of the astrophysical and cosmological parameter space.
An important part of our scheme is an analytic profile which captures the
simulated satellite distribution extremely well out to several halo virial
radii. This is essential to reproduce the correlation properties of the full
simulation at intermediate separations. As a first application, we use
low-redshift clustering and abundance measurements to constrain a recent
version of the Munich semi-analytic model. The preferred values of most
parameters are consistent with those found previously, with significantly
improved constraints and somewhat shifted "best" values for parameters that
primarily affect spatial distributions. Our methods allow multi-epoch data on
galaxy clustering and abundance to be used as joint constraints on galaxy
formation. This may lead to significant constraints on cosmological parameters
even after marginalising over galaxy formation physics.Comment: 17 pages, 11 figures. Replaced to match the version accepted by MNRA
El potencial de la teoría cognitiva en la enseñanza de la contabilidad y auditoría
El artículo examina la asimilación de dos conceptos contables complejos: la imagen fiel (TFV) y el valor razonable (FV) en una muestra de estudiantes de Contabilidad Financiera. El objetivo es evaluar la opinión de los estudiantes sobre TFV y FV durante su educación y detectar si las percepciones cambian con su nivel académico y madurez. La metodología utilizada es una encuesta de opinión. Las respuestas obtenidas muestran que los estudiantes consideran que la TFV es un concepto superior a otros principios contables. Además, en el estudio se observa que las respuestas de los estudiantes dependen del nivel académico y la madurez. Por último, se considera que los postulados que establece la teoría cognitiva podrían servir a los instructores en materia de contabilidad y organismos reguladores para mejorar el proceso de aprendizaje así como la calidad de la información financiera.This paper examines the understanding of two complex accounting concepts: true and fair view (TFV) and fair value (FV) by students in Financial Accounting. The correct assimilation of these concepts is assessed as to whether there are differences in concept perception due to academic level and maturity. We use a survey to examine the perception and assimilation of the TFV and FV. The evidence suggests that accounting students consider that TFV is a superior accounting concept over other accounting principles. Additionally, the study identifies a pattern of change depending on the academic level and maturity of the participants. On discovering differences, a proposal is made to use the Cognitive Load Theory (CLT) by standard setters and instructors in accounting and auditing to improve the learning process and the quality of financial information.Ministerio de Innovación y Ciencia DER2009-09539 ECO2010-17463 ECO2010-21627 DER2012-33367 DER2015-67918PConsejería de Educacion y Ciencia Castilla-La Mancha POII10-0134-5011Universidad de Alcalá CCG20014/HUM-03
Asteroseismic signatures of helium gradients in late F-type stars
Element diffusion is expected to occur in all kinds of stars : according to
the relative effect of gravitation and radiative acceleration, they can fall or
be pushed up in the atmospheres. Helium sinks in all cases, thereby creating a
gradient at the bottom of the convective zones. This can have important
consequences for the sound velocity, as has been proved in the sun with
helioseismology.
We investigate signatures of helium diffusion in late F-type stars by
asteroseismology.
Stellar models were computed with different physical inputs (with or without
element diffusion) and iterated in order to fit close-by evolutionary tracks
for each mass. The theoretical oscillation frequencies were computed and
compared for pairs of models along the tracks. Various asteroseismic tests
(large separations, small separations, second differences) were used and
studied for the comparisons.
The results show that element diffusion leads to changes in the frequencies
for masses larger than 1.2 Msun. In particular the helium gradient below the
convective zone should be detectable through the second differences.Comment: 8 pages, 11 figures, 2 tables Accepted for publication in Astronomy
and Astrophysics. The official date of acceptance is 03/05/200
The effect of material cyclic deformation properties on residual stress generation by laser shock processing
Laser shock processing (LSP) is a mechanical surface treatment to induce a compressive residual stress state into the near surface region of a metallic component. The effect of the cyclic deformation properties of ductile materials on the final residual stress fields obtained by LSP is analysed. Conventional modelling approaches either use simple tensile yield criteria, or isotropic hardening models if cyclic straining response is considered for the material during the peen processing. In LSP, the material is likely to be subject to cyclic loading because of reverse yielding after the initial plastic deformation. The combination of experiment and modelling shows that the incorporation of experimentally-determined cyclic stress-strain data, including mechanical hysteresis, into material deformation models is required to correctly reflect the cyclic deformation processes during LSP treatment and obtain accurate predictions of the induced residual stresses.</p
Reply to comment by B. Andreotti et al. on "Solving the mystery of booming sand dunes"
This reply addresses three main issues raised in the
comment of Andreotti et al. [2008]. First, the turning of
ray paths in a granular material does not preclude the
propagation of body waves and the resonance condition
described by Vriend et al. [2007]. The waveguide model
still holds in the dune for the observed velocities, even
with a velocity increase with depth as implied by Andreotti
et al. [2008]. Secondly, the method of initiation of
spontaneous avalanching does not influence the booming
frequency. The frequency is independent of the source
once sustained booming starts; it depends on the subsurface
structure of the dune. Thirdly, if all data points from Vriend
et al. [2007] are included in the analysis (and not an
average or selection), no correlation is observed between
the sustained booming frequency and average particle
diameter
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