4,585 research outputs found
Task-Priority Control of Redundant Robotic Systems using Control Lyapunov and Control Barrier Function based Quadratic Programs
This paper presents a novel task-priority control framework for redundant
robotic systems based on a hierarchy of control Lyapunov function (CLF) and
control barrier function (CBF) based quadratic programs (QPs). The proposed
method guarantees strict priority among different groups of tasks such as
safety-related, operational and optimization tasks. Moreover, a soft priority
measure in the form of penalty parameters can be employed to prioritize tasks
at the same priority level. As opposed to kinematic control schemes, the
proposed framework is a holistic approach to control of redundant robotic
systems, which solves the redundancy resolution, dynamic control and control
allocation problems simultaneously. Numerical simulations of a hyper-redundant
articulated intervention autonomous underwater vehicle (AIAUV) is presented to
validate the proposed framework.Comment: 21st IFAC World Congres
Differentiation of Human Embryonic Stem Cells into Cells with Corneal Keratocyte Phenotype
Corneal transparency depends on a unique extracellular matrix secreted by stromal keratocytes, mesenchymal cells of neural crest lineage. Derivation of keratocytes from human embryonic stem (hES) cells could elucidate the keratocyte developmental pathway and open a potential for cell-based therapy for corneal blindness. This study seeks to identify conditions inducing differentiation of pluripotent hES cells to the keratocyte lineage. Neural differentiation of hES cell line WA01(H1) was induced by co-culture with mouse PA6 fibroblasts. After 6 days of co-culture, hES cells expressing cell-surface NGFR protein (CD271, p75NTR) were isolated by immunoaffinity adsorption, and cultured as a monolayer for one week. Keratocyte phenotype was induced by substratum-independent pellet culture in serum-free medium containing ascorbate. Gene expression, examined by quantitative RT-PCR, found hES cells co-cultured with PA6 cells for 6 days to upregulate expression of neural crest genes including NGFR, SNAI1, NTRK3, SOX9, and MSX1. Isolated NGFR-expressing cells were free of PA6 feeder cells. After expansion as a monolayer, mRNAs typifying adult stromal stem cells were detected, including BMI1, KIT, NES, NOTCH1, and SIX2. When these cells were cultured as substratum-free pellets keratocyte markers AQP1, B3GNT7, PTDGS, and ALDH3A1 were upregulated. mRNA for keratocan (KERA), a cornea-specific proteoglycan, was upregulated more than 10,000 fold. Culture medium from pellets contained high molecular weight keratocan modified with keratan sulfate, a unique molecular component of corneal stroma. These results show hES cells can be induced to differentiate into keratocytes in vitro. Pluripotent stem cells, therefore, may provide a renewable source of material for development of treatment of corneal stromal opacities. © 2013 Chan et al
Instabilities and sensitivities in a flow over a rotationally flexible cylinder with a rigid splitter plate
This paper investigates the origin of flow-induced instabilities and their sensitivities in a flow over a rotationally flexible circular cylinder with a rigid splitter plate. A linear stability and sensitivity problem is formulated in the Eulerian frame by considering the geometric nonlinearity arising from the rotational motion of the cylinder which is not present in the stationary or purely translating stability methodology. This nonlinearity needs careful and consistent treatment in the linearised problem particularly when considering the Eulerian frame or reference adopted in this study and not so widely considered. Two types of instabilities arising from the fluid-structure interaction are found. The first type of the instabilities is the stationary symmetry-breaking mode, which was well reported in previous studies. This instability exhibits a strong correlation with the length of the recirculation zone. A detailed analysis of the instability mode and its sensitivity reveals the importance of the flow near the tip region of the plate for the generation and control of this instability mode. The second type is an oscillatory torsional flapping mode, which has not been well reported. This instability typically emerges when the length of the splitter plate is sufficiently long. Unlike the symmetry breaking mode, it is not so closely correlated with the length of the recirculation zone. The sensitivity analysis however also reveals the crucial role played by the flow near the tip region in this instability. Finally, it is found that many physical features of this instability are reminiscent of those of the flapping (or flutter instability) observed in a flow over a flexible plate or a flag, suggesting that these instabilities share the same physical origin
phenomenology at LHC
We study the phenomenology for two extensions of the Electroweak
Standard Model (SM) which have an extra gauge factor. We show the
capabilities of the LHC in distinguishing the signals coming from these two
extensions and both of them from the Standard Model background. In order to
compare the behavior of these models we consider the reaction and compute some observables as the total
cross sections, number of events, forward-backward asymmetry, final particle
distributions like rapidity, transverse momentum, and dimuon invariant mass,
for two LHC regimes: TeV () and
TeV () for = 1000 GeV and 1500
GeV. We show that by using appropriate kinematic cuts some of the observables
considered here are able to extract different properties of the
boson, and hence providing information about to which model it belongs
to.Comment: 21 pages, 17 figures, 4 table
Domain-wall motion in random potential and hysteresis modeling
Two different approaches to hysteresis modeling are compared using a common ground based on energy relations, defined in terms of dissipated and stored energy. Using the Preisach model and assuming that magnetization is mainly due to domain-wall motion, one can derive the expression of magnetization along a major loop typical of the Jiles–Atherton model and then extend its validity to cases where mean-field effects and reversible contributions are present
Module networks revisited: computational assessment and prioritization of model predictions
The solution of high-dimensional inference and prediction problems in
computational biology is almost always a compromise between mathematical theory
and practical constraints such as limited computational resources. As time
progresses, computational power increases but well-established inference
methods often remain locked in their initial suboptimal solution. We revisit
the approach of Segal et al. (2003) to infer regulatory modules and their
condition-specific regulators from gene expression data. In contrast to their
direct optimization-based solution we use a more representative centroid-like
solution extracted from an ensemble of possible statistical models to explain
the data. The ensemble method automatically selects a subset of most
informative genes and builds a quantitatively better model for them. Genes
which cluster together in the majority of models produce functionally more
coherent modules. Regulators which are consistently assigned to a module are
more often supported by literature, but a single model always contains many
regulator assignments not supported by the ensemble. Reliably detecting
condition-specific or combinatorial regulation is particularly hard in a single
optimum but can be achieved using ensemble averaging.Comment: 8 pages REVTeX, 6 figure
Development of mirrors made of chemically tempered glass foils for future X-ray telescopes
Thin slumped glass foils are considered good candidates for the realization
of future X-ray telescopes with large effective area and high spatial
resolution. However, the hot slumping process affects the glass strength, and
this can be an issue during the launch of the satellite because of the high
kinematical and static loads occurring during that phase. In the present work
we have investigated the possible use of Gorilla glass (produced by Corning), a
chemical tempered glass that, thanks to its strength characteristics, would be
ideal. The un-tempered glass foils were curved by means of an innovative hot
slumping technique and subsequently chemically tempered. In this paper we show
that the chemical tempering process applied to Gorilla glass foils does not
affect the surface micro-roughness of the mirrors. On the other end, the stress
introduced by the tempering process causes a reduction in the amplitude of the
longitudinal profile errors with a lateral size close to the mirror length. The
effect of the overall shape changes in the final resolution performance of the
glass mirrors was studied by simulating the glass foils integration with our
innovative approach based on glass reinforcing ribs. The preliminary tests
performed so far suggest that this approach has the potential to be applied to
the X-ray telescopes of the next generation.Comment: Accepted for publication in Experimental Astronomy. Author's accepted
manuscript posted to arXiv.org as permitted by Springer's Self-Archiving
Polic
Photosynthetic activity buffers ocean acidification in seagrass meadows
Macrophytes growing in shallow coastal zones characterised by intense
metabolic activity have the capacity to modify pH within their canopy and
beyond. We observed diel pH changes in shallow (5–12 m) seagrass
(<i>Posidonia oceanica</i>) meadows spanning 0.06 pH units in September to
0.24 units in June. The carbonate system (pH, DIC, and aragonite saturation
state (Ω<sub>Ar</sub>)) and O<sub>2</sub> within the meadows displayed strong
diel variability driven by primary productivity, and changes in chemistry
were related to structural parameters of the meadow, in particular, the leaf
surface area available for photosynthesis (LAI). LAI was positively
correlated to mean, max and range pH<sub>NBS</sub> and max and range
Ω<sub>Ar</sub>. In June, vertical mixing (as Turbulent Kinetic Energy)
influenced max and min Ω<sub>Ar</sub>, while in September there was no
effect of hydrodynamics on the carbonate system within the canopy. Max and
range Ω<sub>Ar</sub> within the meadow showed a positive trend with the
calcium carbonate load of the leaves, pointing to a possible link between
structural parameters, Ω<sub>Ar</sub> and carbonate deposition.
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Calcifying organisms, e.g. epiphytes with carbonate skeletons, may benefit
from the modification of the carbonate system by the meadow. There is,
however, concern for the ability of seagrasses to provide modifications of
similar importance in the future. The predicted decline of seagrass meadows
may alter the scope for alteration of pH within a seagrass meadow and in the
water column above the meadow, particularly if shoot density and biomass
decline, on which LAI is based. Organisms associated with seagrass
communities may therefore suffer from the loss of pH buffering capacity in
degraded meadows
Multi-Regge kinematics and the moduli space of Riemann spheres with marked points
We show that scattering amplitudes in planar N = 4 Super Yang-Mills in
multi-Regge kinematics can naturally be expressed in terms of single-valued
iterated integrals on the moduli space of Riemann spheres with marked points.
As a consequence, scattering amplitudes in this limit can be expressed as
convolutions that can easily be computed using Stokes' theorem. We apply this
framework to MHV amplitudes to leading-logarithmic accuracy (LLA), and we prove
that at L loops all MHV amplitudes are determined by amplitudes with up to L +
4 external legs. We also investigate non-MHV amplitudes, and we show that they
can be obtained by convoluting the MHV results with a certain helicity flip
kernel. We classify all leading singularities that appear at LLA in the Regge
limit for arbitrary helicity configurations and any number of external legs.
Finally, we use our new framework to obtain explicit analytic results at LLA
for all MHV amplitudes up to five loops and all non-MHV amplitudes with up to
eight external legs and four loops.Comment: 104 pages, six awesome figures and ancillary files containing the
results in Mathematica forma
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