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Post-doc at the University of Liège : Simulation of micro/nano-structured materials described by 3D tomography

Submitted by bechet on

Post-doc at the University of Liège : Simulation of micro/nano-structured materials described by 3D tomography

The tasks involved in this position include geometrical analysis of the

3D images, generation of datasets which are suitable for the computations

(meshes, level-sets fields ...), computations using novel numerical techniques

(X-FEM and related)

More details & contact information at  http://www.cgeo.ulg.ac.be/post-doc.pdf

THREE MECHANICAL ENGINEERING TENURE-TRACK FACULTY POSITIONS

Submitted by Alejandro Orti… on

The University of Chile invites applications for three full time tenure-track faculty positions in Mechanical Engineering. Applicants must have deep interest in undergraduate and graduate teaching, as well as the purpose to conduct long-term, externally funded research programs at international level. Candidates are also expected to maintain fruitful work relationships with industry in their respective areas. According to qualifications, they may be ranked at the Assistant or Associate Professor level.

Candidates are sought in three areas:

1D Plasticity - Isotropic hardening, tutorial with examples.

Submitted by yawlou on

For those who may be interested,

 I have put together a paper describing 1D plasticity for a variety of cases of isotropic hardening.  The material is not new, but hopefully it is written with enough detail that it will help beginners learn some basics of computational plasticity.  The notation and material closely follows "Computational Inelasticity" written by Simo and Hughes.

First order linear system

Submitted by D Rabinovich on

A linear (hyperbolic) first-order system has to be solved using Finite Elements.

As I understand usually non-standard discretizations are used in this case (Discontinuous Galerkin for example).

What is the reason for this? Can such an equation be modeled using standard Galerkin methods (say, linear finite elements)? 

Would standard Galerkin discretization cause instability of the solution?

Thanks,

Daniel

Spring stiffness of a helical spring

Submitted by Biswajit Banerjee on

Once in a while I have to find the stiffness of a spring that I get from the local hardware shop.  I usually use a formula that can be found in some books on mechanics of materials.

But the assumptions bother me a bit because the springs that I used usually underwent large deformations and I wasn't sure whether the numbers I was using were correct or not.  

To check the formula I compared its predicted k to numbers from Abaqus simulations and found reasonably good results for many situations - but not for soft springs.

Looking for a PhD student

Submitted by pschiavone on

I'm looking for a PhD student to work in the area of solid mechanics, specifically applied mathematics in linear elasticity using complex variable methods and/or boundary integral equation methods.

I'm a professor in Department of Mechanical Engineering at the University of Alberta in Edmonton, Alberta, Canada (although I am an applied mathematician by training).

You can find out more at:  www.mece.ualberta.ca/~schiavone/schiavon.htm

A mathematician's take on "what is light?"

Submitted by Amit Acharya on

Attached is an intriguing commentary on the scientific method through an example, written by my good friend, Luc Tartar. The specific example is that of trying to understand what 'light' might be, especially from a mathematician's point of view. The mathematician in this case is an extremely talented one, who also happens to actually understand a whole lot of physics and mechanics.