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Extended Deadline: XFEM2011 ECCOMAS Thematic Conference on Partition of Unity Enrichment and Applications Cardiff, Wales, UK

Submitted by Stephane Bordas on

Dear colleagues,



The deadline for the registration and submission of one page abstracts has been extended to the 21st February 2011.

 

XFEM 2011 is one of the successful series of

ECCOMAS thematic events.

XFEM 2011 is a medium-size conference

with a balanced participation covering both the theoretical aspects of the subject and engineering applications.

Objectives

The eXtended Finite Element Method (XFEM) along with the

Generalized Finite Element Method (GFEM), hp clouds and enriched

meshfree methods belong to the class of Partition of Unity Methods

(PUM).This class of methods has played an increasingly important role to

simulate various phenomena in Engineering and Science.

The principal feature of these methods is the ability to add,

locally, a priori knowledge about the solution to the approximation

space. This enrichment allows to capture particular features such as

discontinuities and singularities present in the solution exactly. XFEM

in particular has been used successfully to solve crack initiation and

propagation problems, multi-material systems, fluid flow with boundary

layers, combustion problems, fluid structure interaction, growth of

hydrogels and biofilms among others, with minimal meshing and remeshing

of the moving boundaries involved.

Conference Topics

Over the years, research has refined the initial version of the method

and one can identify the following salient topics under particularly

intensive study:

  • Solid and Fracture Mechanics
  • Structural Optimization
  • Fluid-structure interaction, multi-fluid, free-surface flow
  • Multi-field problems
  • Mathematical aspects: preconditioners, convergence, numerical

    integration, application of boundary conditions on moving interfaces,

    blending
  • A priori/posteriori error estimation, adaptive schemes, hierarchical methods
  • Coupling with advanced mesh generation methods
  • Multiscale problems
  • Parallelization of XFEM and level set algorithms, real-time simulations
  • Enriched meshfree methods
  • Identification: extended digital image correlation

Call for Papers

Instructions for Authors.-->

Contributors to the field are invited to submit original research

contributions in the area of partition of unity enrichment for finite

element and related methods.

Papers by PhD students will be considered separately within the Best

PhD Paper Competition organized within the conference. These will be

judged based on the abstract as well as the presentation provided on the

day of the conference by the Scientific Committee. A webpage will be

dedicated to the results of this competition.

The deadline for registration and submission of an abstract can be found in the important dates section. Instructions for authors are available here.

Please contact Stephane Bordas for more details,

Regards,

Stephane