1,383 research outputs found
Advanced Dynamic & Crash Simulation of Lightweight Profiles for Design of Roadside Infrastructure
AbstractMany research works recently have attempted to use different computational and numerical simulation techniques to model the material thermal large deformation processes for the design of high performance profiles in new roadside infrastructure designs. The material processes for the lightweight crash-capable parts are among the most delicate processes for the material scientist and designing engineers. The forming and extrusion of lightweight alloys involves thermal effects, large deformation, complex geometries and free surface boundaries. The conventional approach towards the simulation of extrusion process using Finite Element (FE) or Finite Volume (FV) has serious short comes even when updated Lagrangian, Eulerian or ALE techniques are employed. During past decades, there has been considerable effort to simulate the whole extrusion process by splitting it into steady state (using Eulerian technique) and transient (using Updated Lagrangian technique) processes.The damage initiation, progression and also failure of lightweight hollow profiles during crash are a result of accumulated damage under plastic deformation. Based on the damage theories, as the loading condition is changing for the material, a plastic deformation may take place which would progressively increase the damage in the component. The accumulated damage would ultimately result in the failure of the cross-section. There are different numerical models to calculate the damage evolution, fracture initiation and also its propagation using continuum and/or discrete damage techniques. In the present study, following an in-depth study of material processing and its absorption capacities, folding modes and geometric/production constrains; a frame work has been setup to develop and test an optimised aluminium extruded profiles for best dynamic and crash performance characteristics. The numerical dynamic simulations (including fatigue, vehicle buffeting âŠ) and virtual crash performance of lightweight hollow profiles have been considered for the design of new generation of roadside signals, lighting posts⊠for future.The complicated mathematical basis of large deformations, plasticity, contact and folding have been developed and special attention has been devoted to the plastic deformation, rate dependency and tailored yield locus. To assess the dynamic performance and energy absorption of these profiles, a full transient dynamic analysis can be performed using a time history dynamic loading. The new absorbing component design has been checked and verified using a result of carefully-setup experiments work and also advanced explicit simulation runs. One of the main contributions of this paper is to show the applicability and reliability of the numerical simulation approach for the crash performance of new lightweight roadside entities
Exotic composites: the decay of deficit angles in global-local monopoles
We study static, spherically symmetric, composite global-local monopoles with
a direct interaction term between the two sectors in the regime where the
interaction potential is large. At some critical coupling the global defect
disappears and with it the deficit angle of the space-time. We find new
solutions which represent local monopoles in an Anti-de-Sitter spacetime. In
another parameter range the magnetic monopole, or even both, disappear. The
decay of the magnetic monopole is accompanied by a dynamical transition from
the higgsed phase to the gauge-symmetric phase. We comment on the applications
to cosmology, topological inflation and braneworlds.Comment: 17 pages, 11 figures; Minor corrections, matches published versio
Divided Differences & Restriction Operator on Paley-Wiener Spaces for Carleson Sequences
For a sequence of complex numbers we consider the restriction
operator defined on Paley-Wiener spaces
(). Lyubarskii and Seip gave necessary and sufficient conditions on
for to be an isomorphism between and a
certain weighted space. The Carleson condition appears to be necessary.
We extend their result to Carleson sequences (finite unions of disjoint
Carleson sequences). More precisely, we give necessary and sufficient
conditions for to be an isomorphism between and
an appropriate sequence space involving divided differences
Interaction of global and local monopoles
We study the direct interaction between global and local monopoles. While in
two previous papers, the coupling between the two sectors was only indirect
through the coupling to gravity, we here introduce a new term in the potential
that couples the Goldstone field and the Higgs field directly. We investigate
the influence of this term in curved space and compare it to the results
obtained previously.Comment: 9 Revtex pages, 4 ps-figure
Cratering Experiments on the Self Armoring of Coarse-Grained Granular Targets
Recently published crater statistics on the small asteroids 25143 Itokawa and
433 Eros show a significant depletion of craters below approx. 100 m in
diameter. Possible mechanisms that were brought up to explain this lack of
craters were seismic crater erasure and self armoring of a coarse, boulder
covered asteroid surface. While seismic shaking has been studied in this
context, the concept of armoring lacks a deeper inspection and an experimental
ground truth. We therefore present cratering experiments of glass bead
projectiles impacting into granular glass bead targets, where the grain sizes
of projectile and target are in a similar range. The impact velocities are in
the range of 200 to 300 m/s. We find that craters become fainter and irregular
shaped as soon as the target grains are larger than the projectile sizes and
that granular craters rarely form when the size ratio between projectile and
target grain is around 1:10 or smaller. In that case, we observe a formation of
a strength determined crater in the first struck target grain instead. We
present a simple model based on the transfer of momentum from the projectile to
this first target grain, which is capable to explain our results with only a
single free parameter, which is moreover well determined by previous
experiments. Based on estimates of typical projectile size and boulder size on
Itokawa and Eros, given that our results are representative also for km/s
impact velocities, armoring should play an important role for their evolution.Comment: accepted for publication in Icaur
Critical phenomena of gravitating monopoles in the spacetime of a global monopole
We present a numerical study of critical phenomena (including the
Lue-Weinberg phenomenon) arising for gravitating monopoles in a global monopole
spacetime. The equations of this model have been recently studied by Spinelly
et al. in a domain of parameter space away from the critical points.Comment: 9 Revtex pages, 5 ps-figures; new results added; introduction
extende
Generalized hole-particle transformations and spin reflection positivity in multi-orbital systems
We propose a scheme combining spin reflection positivity and generalized
hole-particle and orbital transformations to characterize the symmetry
properties of the ground state for some correlated electron models on bipartite
lattices. In particular, we rigorously determine at half-filling and for
different regions of the parameter space the spin, orbital and pairing
pseudospin of the ground state of generalized two-orbital Hubbard models which
include the Hund's rule coupling.Comment: 6 pages, 2 figure
Dyonic Non-Abelian Black Holes
We study static spherically symmetric dyonic black holes in
Einstein-Yang-Mills-Higgs theory. As for the magnetic non-abelian black holes,
the domain of existence of the dyonic non-abelian black holes is limited with
respect to the horizon radius and the dimensionless coupling constant ,
which is proportional to the ratio of vector meson mass and Planck mass. At a
certain critical value of this coupling constant, , the maximal
horizon radius is attained. We derive analytically a relation between and the charge of the black hole solutions and confirm this relation
numerically. Besides the fundamental dyonic non-abelian black holes, we study
radially excited dyonic non-abelian black holes and globally regular
gravitating dyons.Comment: LaTeX, 22 pages, 16 figures, three figures added, file manipulation
error in previous replac
Statin pharmacogenomics: pursuing biomarkers for predicting clinical outcomes
Indicated for treating hyperlipidemias and for the prevention of cardiovascular disease (CVD), statins rank among the most commonly prescribed drug classes. While statins are considered to be highly effective in preventing atherosclerotic events, a substantial portion of treated patients still progress to overt CVD. Genetic factors are thought to contribute substantially to treatment outcome. Several candidate genes have been associated with statin dose requirements and treatment outcomes, but a clinically relevant pharmacogenomics test to guide statin therapy has not yet emerged. Here we define basic pharmacogenomics terminology, present strong candidate genes (CETP, HMGCR, SLCO1B1, ABCB1, and CYP3A4/5), and discuss the challenges in developing much-needed statin pharmacogenomics biomarkers for predicting treatment outcomes
Quantum impurity solvers using a slave rotor representation
We introduce a representation of electron operators as a product of a
spin-carry ing fermion and of a phase variable dual to the total charge (slave
quantum rotor). Based on this representation, a new method is proposed for
solving multi-orbital Anderson quantum impurity models at finite interaction
strength U. It consists in a set of coupled integral equations for the
auxiliary field Green's functions, which can be derived from a controlled
saddle-point in the limit of a large number of field components. In contrast to
some finite-U extensions of the non-crossing approximation, the new method
provides a smooth interpolation between the atomic limit and the weak-coupling
limit, and does not display violation of causality at low-frequency. We
demonstrate that this impurity solver can be applied in the context of
Dynamical Mean-Field Theory, at or close to half-filling. Good agreement with
established results on the Mott transition is found, and large values of the
orbital degeneracy can be investigated at low computational cost.Comment: 18 pages, 15 figure
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