Journal Club Theme of April 2007: Analytical Modeling of Biomolecules
The molecular building blocks of a cell include:
The molecular building blocks of a cell include:
Time: 5:45 pm - 7:00 pm, Wednesday, 6 June 2007.
Place: TCC 2.120 , UT Austin. (The room is reserved form 5:45 pm to 10:00 pm.)
Session moderators: Rui Huang and K. Ravi-Chander
Audience: Anyone interested in iMechanica. See a thread of discussion initiated by Pradeep Sharma. The event is free for all. So if you are local but are not attending McMat, you are still welcome to drop by.
What boundary conditions would allow failure to occur in the gauge length and not at or near the clamps? One is not allowed (in suggesting ways of overcoming stress concentation at the clamps) to create defects in the nanotube or nanowire, to configure the region where failure will occur. Thus, it is not possible (or is it?) to create an analog of dog-bone specimens by, e.g., milling away part of the nanowire with a focused ion beam, etc., because this creates defects in the nanowire.
Department of Mechanical Science and Engineering, University of Illinois at Urbana-Champaign, Urbana, IL 61801, USA.
I'm now working on the preparation and characterization of self-healing polymers, a promising branch in materials science. The following is a general conception of this kind of materials system. (Pasted from our group website http://www.autonomic.uiuc.edu.) I may introduce some of my current work later.
I found very interesting web site (at least for me). That is World Universities’ ranking on the Web (WR).
Our current ability to accurately measure ventricular global contractile behavior remains unsatisfactory due to the lack of quantitative diagnostic indexes that can assess the mechanical properties of myocardial tissue.
Extended finite element methods (XFEM) have been employed in computational fracture mechanics contexts since their inception in 1999. Although some work has been performed, leading to the first adaptive strategies for the generalised finite element method (GFEM), little or no work has been published on error estimation and adaptive approximations for XFEM. A first attempt at this challenging problem is published here:
I am happy to recommend the following book for your general reading.
Ranganath, G.S., ``Mysterious Motions and other Intriguing Phenomena in Physics," Hyderabad, India: Universities Press (2001)
A systematic characterization of the motion and friction of a linear bearing with rolling elements used for nanopositioning reveals an explicit distinction of static and rolling friction. The effects