2,624 research outputs found
Space/time global/local noninvasive coupling strategy: Application to viscoplastic structures
The purpose of this paper is to extend the non-invasive global/local
iterative coupling technique [15] to the case of large structures undergoing
nonlinear time-dependent evolutions at all scales. It appears that, due to the
use of legacy codes, the use of different time grids at the global and local
levels is mandatory in order to reach a satisfying level of precision. In this
paper two strategies are proposed and compared for elastoviscoplastic models.
The questions of the precision and performance of those schemes with respect to
a monolithic approach is addressed. The methods are first exposed on a 2D
example and then applied on a 3D part of industrial complexity
Virtual Delamination Testing through Non-Linear Multi-Scale Computational Methods: Some Recent Progress
This paper deals with the parallel simulation of delamination problems at the
meso-scale by means of multi-scale methods, the aim being the Virtual
Delamination Testing of Composite parts. In the non-linear context, Domain
Decomposition Methods are mainly used as a solver for the tangent problem to be
solved at each iteration of a Newton-Raphson algorithm. In case of strongly
nonlinear and heterogeneous problems, this procedure may lead to severe
difficulties. The paper focuses on methods to circumvent these problems, which
can now be expressed using a relatively general framework, even though the
different ingredients of the strategy have emerged separately. We rely here on
the micro-macro framework proposed in (Ladev\`eze, Loiseau, and Dureisseix,
2001). The method proposed in this paper introduces three additional features:
(i) the adaptation of the macro-basis to situations where classical
homogenization does not provide a good preconditioner, (ii) the use of
non-linear relocalization to decrease the number of global problems to be
solved in the case of unevenly distributed non-linearities, (iii) the
adaptation of the approximation of the local Schur complement which governs the
convergence of the proposed iterative technique. Computations of delamination
and delamination-buckling interaction with contact on potentially large
delaminated areas are used to illustrate those aspects
On a multiscale strategy and its optimization for the simulation of combined delamination and buckling
This paper investigates a computational strategy for studying the
interactions between multiple through-the-width delaminations and global or
local buckling in composite laminates taking into account possible contact
between the delaminated surfaces. In order to achieve an accurate prediction of
the quasi-static response, a very refined discretization of the structure is
required, leading to the resolution of very large and highly nonlinear
numerical problems. In this paper, a nonlinear finite element formulation along
with a parallel iterative scheme based on a multiscale domain decomposition are
used for the computation of 3D mesoscale models. Previous works by the authors
already dealt with the simulation of multiscale delamination assuming small
perturbations. This paper presents the formulation used to include geometric
nonlinearities into this existing multiscale framework and discusses the
adaptations that need to be made to the iterative process in order to ensure
the rapid convergence and the scalability of the method in the presence of
buckling and delamination. These various adaptations are illustrated by
simulations involving large numbers of DOFs
In-Vivo Bytecode Instrumentation for Improving Privacy on Android Smartphones in Uncertain Environments
In this paper we claim that an efficient and readily applicable means to
improve privacy of Android applications is: 1) to perform runtime monitoring by
instrumenting the application bytecode and 2) in-vivo, i.e. directly on the
smartphone. We present a tool chain to do this and present experimental results
showing that this tool chain can run on smartphones in a reasonable amount of
time and with a realistic effort. Our findings also identify challenges to be
addressed before running powerful runtime monitoring and instrumentations
directly on smartphones. We implemented two use-cases leveraging the tool
chain: BetterPermissions, a fine-grained user centric permission policy system
and AdRemover an advertisement remover. Both prototypes improve the privacy of
Android systems thanks to in-vivo bytecode instrumentation.Comment: ISBN: 978-2-87971-111-
Nonintrusive coupling of 3D and 2D laminated composite models based on finite element 3D recovery
In order to simulate the mechanical behavior of large structures assembled
from thin composite panels, we propose a coupling technique which substitutes
local 3D models for the global plate model in the critical zones where plate
modeling is inadequate. The transition from 3D to 2D is based on stress and
displacement distributions associated with Saint-Venant problems which are
precalculated automatically for a simple 3D cell. The hybrid plate/3D model is
obtained after convergence of a series of iterations between a global plate
model of the structure and localized 3D models of the critical zones. This
technique is nonintrusive because the global calculations can be carried out
using commercial software. Evaluation tests show that convergence is fast and
that the resulting hybrid model is very close to a full 3D model
Formulation and implementation of decohesion elements in an explicit finite element code
Quoi de neuf dans les hypophysites ?
Hypophysitis is a rare disorder. As clinical manifestations and radiologic signs are non specific, the diagnosis is difficult. Pathogenesis of hypophysitis remains largely unknown but new histological and etiological variants have been recently reported. Primary hypophysitis is the main form. For the first time, hypophysitis in ANCA-associated vasculitides has been reported. An entity of IgG4 related plasmatic hypophysitis has been described and well-defined diagnostic criteria have been proposed. Monoclonal antibodies directed against the cytotoxic T-lymphocyte antigen-4 (CTLA-4), investigated in metastatic cancer, can induce hypophysitis. Several candidate pituitary auto-antigens have been described in the last decade, although none has proven to be useful as a diagnostic tool
A weakly-intrusive multi-scale substitution method in explicit dynamics
For virtual testing of composite structures, the use of fine modeling seems preferable to simulate complex mechanisms
like delamination. However, the associated computational costs are prohibitively high for large structures.
Multi-scale coupling techniques aim at reducing such computational costs, limiting the fine model only where necessary.
The dynamic adaptivity of the models represents a crucial feature to follow evolutive phenomena. Domain
decomposition methods would have to be combined with re-meshing strategies, that are considered intrusive implementations
within commercial software. Global-local approaches are considered less intrusive, because they allow
one to use a global coarse model on the overall structure and a fine local patch eventually adapted to cover the
interest zone. In our work, we developed a global-local coupling method for explicit dynamics, presented in [1] and
[2] and implemented in Abaqus/Explicit via the co-simulation technique for the simulation of delamination under
high velocity impact
Bridging Proper Orthogonal Decomposition methods and augmented Newton-Krylov algorithms: an adaptive model order reduction for highly nonlinear mechanical problems
This article describes a bridge between POD-based model order reduction
techniques and the classical Newton/Krylov solvers. This bridge is used to
derive an efficient algorithm to correct, "on-the-fly", the reduced order
modelling of highly nonlinear problems undergoing strong topological changes.
Damage initiation problems are addressed and tackle via a corrected
hyperreduction method. It is shown that the relevancy of reduced order model
can be significantly improved with reasonable additional costs when using this
algorithm, even when strong topological changes are involved
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