Theoretical and Applied Mechanics, Northwestern University
Ted Belytschko
BS, PhD, Illinois Institute of Technology
Editor-in-Chief, International Journal
for Numerical Methods in Engineering
Computational mechanics; finite elements and computer-aided engineering
Professor Belytschko is interested in computational methods for modeling the
behavior of solids, with particular emphasis on failure and fracture. He has
developed new meshfree methods and the extended finite element method for modeling
arbitrary crack growth without remeshing and applied them to a variety of crack
growth problems, both static and dynamic. He is also using molecular mechanics
to study the fracture and behavior of nanotubes and developing methods for coupling
heterogeneous subdomains, such as molecular and continuum models.
Research
Finite Element Methods
Element-Free Galerkin (EFG) Methods
- MATLAB programs for
element-free Galerkin method
- Plates
and Shells
- Dynamic
Fracture
- 2d
simulations
- 3d
simulations
- Coupling with
Finite Elements
- Discontinuous
shape functions and convergence
- Enriched EFG
- Continuous Meshless Approximations for Nonconvex Bodies
- Smoothing and Accelerated Computations in EFG
- Meshless Methods: An Overview and Recent Developments
- Stability Analysis of Meshless Methods
Nanomechanics
Collaborators
Postdocs
Graduate Students
- Robert Gracie (Former
student: 3/2009 became Asst. Prof., Civil and Environmental Engineering, University
of Waterloo, Waterloo, Ontario, Canada)
- Patrick Lea
- Philip Moseley
- Jay Oswald
- Sheng Peng
- Mei Xu
Visiting Scholars
Presentations
Classes
Winter Quarter
- Finite Element Methods in Mechanics (Civil Engineering
327-0)
Development of finite elements from variational principles and application
to static stress analysis. Introduction to techniques for transient and generalized
field problems. Computer implementation of finite element techniques.
NU: TAM: Computational Mechanics
: Personal Pages
Modified June 1, 2009