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International Teaching Staff Week, 21-25 March 2022, online

Submitted by gunkelma on

Dear colleagues,

it is our great pleasure to announce the third International Teaching Staff Week of the Simulation Science Center Clausthal-Göttingen. The event will take place online from March 21 to 25, 2022. During the Teaching Staff Week, lecturers from abroad will offer courses in the field of simulation for material sciences. This year, the lecturers and topics are as follows:

Prof. Dr. Yudi Rosandi (Universitas Padjadjaran, Indonesia):

Postdoctoral Position in Engineering Optimization, Institute of Information Theory and Automation, Czech Academy of Sciences, Prague

Submitted by jenda_z on

A postdoctoral position in Engineering Optimization is available at the Institute of Information Theory and Automation, Czech Academy of Sciences, Prague. The position is for one year and can be extended for up to 30 months. It is funded by Czech Science Foundation project No. 22-15524S. The postdoctoral candidate will work on an engineering optimization project with applications in structural dynamics.

Final call for abstracts: MULTIPHYSICS PROBLEMS

Submitted by Lukasz_Figiel on

Dear Colleagues,

We are still inviting submissions to our thematic session on ‘Multiphysics Problems’ at the 42nd Solid Mechanics Conference (SOLMECH) combined with the 24th Conference on Computer Methods in Mechanics in Swinoujscie (Poland), September 5-8, 2022 http://cmm-solmech.ippt.pan.pl/index.html . Please see more details in the attached PDF.

 

 

Modelling fatigue crack growth in shape memory alloys

Submitted by Emilio Martíne… on

Dear iMechanicians, I hope that you find the below work interesting. We have developed a phase field-based computational framework for predicting fatigue crack nucleation and growth in Shape Memory Alloys. The model captures the role of transformation stresses, stress-strain hysteresis, and temperature. And this is demonstrated by computing Δε − N curves, quantifying Paris law parameters, and predicting fatigue crack growth rates in several geometries, including the fatigue failure of a 3D lattice structure. 

A slender body theory for the motion of special Cosserat filaments in Stokes flow

Submitted by Ajeet Kumar on

The motion of filament-like structures in fluid media has been a topic of interest since long. In this regard, a well known slender body theory exists wherein the fluid flow is assumed to be Stokesian while the filament is modeled as a Kirchhoff rod which can bend and twist but remains inextensible and unshearable. In this work, we relax the inextensibility and unshearability constraints on filaments, i.e., the filament is modeled as a special Cosserat rod.