A University funded PhD studentshipDevelopment of an XFEM composite model in progressive damage analysis of fibre composites University of Portsmouth – School of Civil Engineering and Surveying, Faculty of Technology Application deadline: 31st January 2012

September 17-19, 2012, Beijing, P.R. China



Overview and Objectives

 Ares Rosakis Sc.M.’80 Ph.D.’83 from Brown University was awarded the 2011 A. CermalEringen
Medal of the Society of Engineering Science (SES) in recognition of
hissustained contributions to dynamic fracture mechanics and methods to
determinestresses in thin film structures. Medalists for 2011 were
announced at therecent 48th Annual Technical Meeting of SES at
Northwestern University. 

I am familiar with the flow theory version of the plasticity theory but still quite confused with the deformation theory version of the same.

When a material is modeled using a non-linear elastic model to predict its plastic behavior with no distinction between the elastic and the plastic strain, is it a deformation theory in that case?

Any elaboration in this regard would be really helpful.

Thanks in advance. 

Not too late to register for ICMOBT 2011, Hawai'i, 11-15 December 2011. To view the full oral and poster programs or to register, go to www.mechanicsofmaterials.com

Dealine is 26 January 2012 at 13.00.   ATTACHED YOU FIND ALL THE NEEDED DOCUMENTS!  Which you find also here .

We have 9 positions available starting between Jan and March 2012 on various themes of mechanical and management engineering at Politecnico di BARI .

The Research Triangle Materials Research Science and Engineering Center (www.mrsec.duke.edu) is seeking outstanding candidates with expertise in soft matter research for positions on its technical staff. Detailed descriptions for the positions of Executive Director, Research Scientist, and Postdoctoral Fellows are available at:

http://www.pratt.duke.edu/research/mrsec

Sukumar pointed out a Google service to retrieve your papers.  Here are a few examples:

Dear all, I am an ME PhD graduate looking for a great classical solid mechanics text (preferably something that includes a thorough treatment of classical methods as well as finite deformation and an intro into computational methods). Here's the catch:

It's got to have good homework problems at the end of each chapter, AND a solution manual to those problems.  I really like the texts by Fung and Goldstein, however I can't find solution manuals to the homework problems.

 Can anyone suggest a book and its accompanying solution manual?