dislocation dynamics

Amodeo's picture

Looking for a postdoctoral position in the field of plasticity modeling

Dear all, 

I have defended my PhD last december, so I am looking for a post doctoral position in the field of plasticity modeling.


Daniel Kiener's picture

In situ nanocompression testing of irradiated copper

Dear colleagues,

we recently published a paper on measuring bulk properties of irradiated copper from nanoscale samples:

http://www.nature.com/nmat/journal/vaop/ncurrent/full/nmat3055.html

Hope you find this interesting!

 

Daniel


jelawady's picture

Post-Doctoral Position in Computational Materials Engineering, Johns Hopkins University

We are seeking a post-doctoral candidate to start no later than August 2011. 


Steffen Brinckmann's picture

Phd or Postdoc position on multiscale mechanics in Bochum/Germany

The Interdisciplinary Centre for Advanced Materials Simulation (ICAMS) is a new research centre at the 
Ruhr­University Bochum, Germany. At ICAMS an interdisciplinary team of scientists from engineering, 
materials science, chemistry, physics and mathematics is working on the development and application 
of a new generation of simulation tools for multi­scale materials modelling. 


William D. Nix's picture

Partial Dislocation Tutorial for FCC Metals

It is well known thatdislocations in FCC metals are composed of partial dislocations separated bystacking faults.  When consideringthe reactions of dislocations with each other, such as in DD simulations, it is necessary to determine therelative positions of the partials in order to correctly describe theconfigurations that are created in the reactions.  Here we describe a geometric method for correctly determiningthe relative positions of the partials. The results we obtain can also be found by applying an axiom, or rule,given in the book by Hirth and Lothe. At the end of this tutorial we describe this axiom and apply it to someof the problems we have discussed. Our hope is that the geometric method we describe will give readers anintuitive sense of the geometry of partial dislocations and confidence in usingthe Hirth/Lothe axiom.


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