Discussion on effectivness of analytical and numerical examination of unsteady mixed boundary elasticity problems
Dear collegues,
Dear collegues,
Starting with a few questions which I asked in my introductory class 30 years ago at UC Davis, and which were never answered, I found enough reasons over the years to reject the current theory of elasticity, stress and continuum mechanics entirely.
2009 SIMULIA Customer Conference
Micromechanics---loosely speaking, is the study of heterogeneities in materials and its consequences for material or continuum behavior. This encompasses studies of inclusions, dislocations, cracks or more generally defects. A related problem is that of "coarse-graining" or in other words the effective homogenized properties of a heterogeneous material. The latter is a recurring theme in all of physical sciences not just solid mechanics. Micromechanics, a formidable subject by all means, dominated a substantial part of the history of solid mechanics. Several of our Timoshenko awardees have been associated with this subject, e.g. Eshelby, Hill, Keller, Irwin, Rice among others.
A new $150M Research Center of Excellence (RCE) on Mechanobiology has been set up at the National University of Singapore (http://newshub.nus.edu.sg/headlines/0209/TRCE_20Feb09.php).
I am trying to learn non linear FEA ( Newton Raphson method)and this is what my understanding is. Kindly advise if you think my understanding is correct.
A new $150M Research Center of Excellence (RCE) on Mechanobiology has been set up at the National University of Singapore (http://newshub.nus.edu.sg/headlines/0209/TRCE_20Feb09.php). We are now in the process of hiring 50 good post-docs.
There is an opening for a postdoctoral research position in the Advanced Computational Research Laboratory at RPI, Troy NY to work on a multiscale modeling project which involves the modeling of radiation induced damage of metallic materials. Encouraged to apply are creative, self-motivated candidates with a sound background in computational mechanics. Qualifications: 1. PhD in Computational/Applied Mechanics / Materials Science or related topic. 2. Sound background in nonlinear solid mechanics. 3. Sound background in FEM technology. Prior experience in multiscale modeling is a plus. 4.