5,281 research outputs found
Circum-planetary discs as bottlenecks for gas accretion onto giant planets
With hundreds of exoplanets detected, it is necessary to revisit giant
planets accretion models to explain their mass distribution. In particular,
formation of sub-jovian planets remains unclear, given the short timescale for
the runaway accretion of massive atmospheres. However, gas needs to pass
through a circum-planetary disc. If the latter has a low viscosity (as expected
if planets form in "dead zones"), it might act as a bottleneck for gas
accretion. We investigate what the minimum accretion rate is for a planet under
the limit assumption that the circum-planetary disc is totally inviscid, and
the transport of angular momentum occurs solely because of the gravitational
perturbations from the star. To estimate the accretion rate, we present a
steady-state model of an inviscid circum-planetary disc, with vertical gas
inflow and external torque from the star. Hydrodynamical simulations of a
circum-planetary disc were conducted in 2D, in a planetocentric frame, with the
star as an external perturber in order to measure the torque exerted by the
star on the disc. The disc shows a two-armed spiral wave caused by stellar
tides, propagating all the way in from the outer edge of the disc towards the
planet. The stellar torque is small and corresponds to a doubling time for a
Jupiter mass planet of the order of 5 Myrs. Given the limit assumptions, this
is clearly a lower bound of the real accretion rate. This result shows that gas
accretion onto a giant planet can be regulated by circum-planetary discs. This
suggests that the diversity of masses of extra-solar planets may be the result
of different viscosities in these discs.Comment: Accepted for publication in Astronomy and Astrophysics. 7 pages, 2
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The topological structure of 2D disordered cellular systems
We analyze the structure of two dimensional disordered cellular systems
generated by extensive computer simulations. These cellular structures are
studied as topological trees rooted on a central cell or as closed shells
arranged concentrically around a germ cell. We single out the most significant
parameters that characterize statistically the organization of these patterns.
Universality and specificity in disordered cellular structures are discussed.Comment: 18 Pages LaTeX, 16 Postscript figure
Activities of the Unit for Forensic Chemistry and Toxicology of the Swiss Society of Legal Medicine
In Switzerland, analytical toxicology and chemistry in the Forensic Medicine are scientifically organized around the Swiss Society of Legal Medicine. These specialized fields of activity in service analyses, development and research are mainly concentrated within the six laboratories
of the actual university's institutes dedicated for Legal Medicine in Basel, Bern, Geneva, Lausanne, St. Gallen, and Zürich. Forensic chemistry and toxicology are routinely dealing with the latest developments in analytical chemistry, using mainly very selective methods relying on tandem
intrumental techniques like GC/MS or LC/MS in order to provide analytical results with the level of quality requested by the Justice
Gauge theory approach to glass transitions
This theory combines a thermodynamic approach with a dynamic one in order to
describe glass transition. Glass transition is regarded as an inaccessible
second order phase transition, which is interrupted because of premature
critical slowing down, caused by the system's frustration. The
frustration-induced vortices are present in the structure besides
thermoactivated vortices, and prevent the development of the order parameter
fluctuations, that leads to the critical slowing down the system kinetics at
some temperature above the phase transition point
Optimization of star research algorithm for esmo star tracker
This paper explains in detail the design and the development of a software research star algorithm, embedded on a star tracker, by the ISAE/SUPAERO team. This research algorithm is inspired by musical techniques. This work will be carried out as part of the ESMO (European Student Moon Orbiter) project by different teams of students and professors from ISAE/SUPAERO (Institut Supe ́rieur de l’Ae ́ronautique et de l’Espace). Till today, the system engineering studies have been completed and the work that will be presented will concern the algorithmic and the embedded software development. The physical architecture of the sensor relies on APS 750 developed by the CIMI laboratory of ISAE/SUPAERO. First, a star research algorithm based on the image acquired in lost-in-space mode (one of the star tracker opera- tional modes) will be presented; it is inspired by techniques of musical recognition with the help of the correlation of digital signature (hash) with those stored in databases. The musical recognition principle is based on finger- printing, i.e. the extraction of points of interest in the studied signal. In the musical context, the signal spectrogram is used to identify these points. Applying this technique in image processing domain requires an equivalent tool to spectrogram. Those points of interest create a hash and are used to efficiently search within the database pre- viously sorted in order to be compared. The main goals of this research algorithm are to minimise the number of steps in the computations in order to deliver information at a higher frequency and to increase the computation robustness against the different possible disturbances
Geometric partition functions of cellular systems: Explicit calculation of the entropy in two and three dimensions
A method is proposed for the characterisation of the entropy of cellular
structures, based on the compactivity concept for granular packings.
Hamiltonian-like volume functions are constructed both in two and in three
dimensions, enabling the identification of a phase space and making it possible
to take account of geometrical correlations systematically. Case studies are
presented for which explicit calculations of the mean vertex density and
porosity fluctuations are given as functions of compactivity. The formalism
applies equally well to two- and three-dimensional granular assemblies.Comment: 14 pages, 4 figures, to appear in The European Physical Journal E -
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