[NotiAMCA] NONLINEAR FINITE ELEMENT ANALYSIS Paris-France Dec. 8-12.2008, by T.J.R.Hughes & T.Belytschko

Victorio Sonzogni sonzogni en intec.unl.edu.ar
Vie Sep 5 15:12:38 ART 2008


NONLINEAR FINITE ELEMENT ANALYSIS
Paris-France Dec. 8-12.2008, 
by T.J.R.Hughes & T.Belytschko

COURSE OBJECTIVES
The purpose of this course is to provide engineers, scientists, and
researchers with a critical survey of the state-of-the-art of finite element
methods in solids, structures, and fluids, with an emphasis on methodologies
and applications for nonlinear problems
WHO ATTENDS 
This seminar is designed for engineers in industry, government, and academia
who wish to obtain an overview and understanding of nonlinear finite element
methods. 
COURSE OUTLINE: 
NONLINEAR FORMULATIONS AND SOLUTION STRATEGIES 
        Nonlinear FEM Analysis

SEMIDISCRETIZATION AND SOLUTION METHODS 
        FE Methods of Nonlinear Mechanics

        Solution Algorithms for Nonlinear Problems              
        Time Integration Procedures

        Explicit Dynamic Integration

        Direct and Iterative Equation Solvers

        CAD and Finite Elements: Isogeometric Analysis                  
ELEMENT TECHNOLOGY 
        Incompressible and Slightly Compressible Media

        Underintegrated Elements          
        Plates and Shells                         
CONSTITUTIVE MODELS                              
        Rate-Independent Deviatoric Plasticity

        Materials Instabilities, Fracture and Failure

        Return Mapping Algorithms for General Classes of Inelastic
Materials

OTHER TOPICS 
        Contact-Impact

        Adaptivity and Meshfree Methods

        Fluids 

For additional informations, contact:

http://www.hughes-belytschko.info <http://www.hughes-belytschko.info/> 
e-mail: info en zace.com 
ZACE SERVICES Ltd, P.O.Box 2-CH-1015 Lausanne 15, Switzerland, Phone
+41/21/802 46 05, fax +41/21/802 46 06


LECTURERS:
THOMAS J.R. HUGHES
Computational and Applied Mathematics Chair III
The University of Texas at Austin
Previously taught at the U.C. Berkeley, Caltech and Stanford University. He
is the author of over 300 works with emphasis on finite element methods.
Author or editor of eighteen books, including The Finite Element Method:
Linear Static and Dynamic Finite Element Analysis and Computational
Inelasticity . 
TED BELYTSCHKO
Walter P. Murphy Professor of Computational Mechanics, Northwestern
University 
He is the author of over 300 works with emphasis on explicit finite element
methods. Editor of seven books, he is author of the recent book Nonlinear
Finite Elements for Continua and Structures.
 


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