A few weeks ago I had mentioned in one of my comments that

Mechanics community,

Please find attached the summer 2008 edition of the ASME Committee on Constitutive Equations Newsletter.  Included in the newletter is an article written by Prof. Ostoja-Starzewski on "Homogenization and Size of Representative Volume Element (RVE)".

Thanks,

Greg Odegard

A postdoctoral researcher position is available at the Solid Mechanics Laboratory at Ecole Polytechnique (Paris).  The aim of this postdoctoral research project is to investigate the mechanical behavior of a newly-developed all-metal sandwich sheet material for automotive and aerospace applications. The ultimate goal is to optimize the characteristic sandwich core structure for formability, crashworthiness and fatigue life. This research makes use of experimental, theoretical and computational mechanics.

Hi All,

I have a question in my mind, we all know that the fracture toughness of isotropic, homogeneous materials is dependent on state of stress (plane strain and plane stress). It is higher in case of plane stress and decreases as the constraint increases and attains a constant value which we call "plane strain fracture toughness". But, what about the fracture toughness in interfaces? or fracture of thin layer bonded between two substrates (adhesive type)? I am sure that it will be a function of this as well.

A postdoctoral researcher position is available at UC Berkeley. The research project is about developing a commercial software or a Meshfree Module for one of the widely used commercial FEM codes.

Dear colleagues,

I would like to bring to your attention the advanced course on Modeling of localized inelastic deformation that will be taught by Milan Jirasek in Prague, Czech Republic on 22-26 September 2008. 
More detailed information on the course is posted at http://mech.fsv.cvut.cz/~milan/course2008.html. We are looking forward to seeing you in Prague!

The lecture notes of the two courses I taught at Stanford University during the last two quarters, "ME 340 Elasticity" and "ME 334 Introduction to Statistical Mechanics", are available in PDF format online at:



  http://micro.stanford.edu/~caiwei/me340/



  http://micro.stanford.edu/~caiwei/me334/

Perhaps it could be useful to you.