education
Singapore International Graduate Award (SINGA)
The Singapore International Graduate Award (SINGA) is a collaboration between the Agency for Science, Technology & REsearch (A*STAR), the National Unviersity of Singaproe (NUS) and the Nanyang Technological University (NTU). PhD training will be carried out in English at your chosen lab at A*STAR Research Institutes, NUS or NTU. Students will be supervised by distinguished and world-renowned researchers in these labs. Upon successful completion, students will be conferred a PhD degree by either NUS or NTU.
Applications
Concrete Modeling
Dear Guys!
I'm looking for a person whom familier with concrete modeling.
is there any one?
Concrete Modeling
Dear Guys!
I'm wanna model the concrete plasticity in abaqus and is it possible to tell me which element type should I use for Concrete modeling?
Regards.
Engineering Mechanics 388F: Fracture Mechanics
Time: Monday and Wednesday 3:00 - 4:30 pm
Place: WRW 312, University of Texas at Austin
Instructor: Rui Huang, WRW 117D, (512) 471-7558, ruihuang [at] mail.utexas.edu
Term Papers (with links to abstracts, presentation slides and final reports)
the equilibrium stress-strain curve
Forums
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hi,
Consider a polymer for which the potential energy resulting from attractive forces between the chains decreases markedly as the chains are oriented. What can one say about the effect of these forces upon the equilibrium stress-strain curve for that polymer rubber? and how large will be the small-elongation tensile modulus?
thanks
Conversion of PSD to Displacement Plot
Hai
I want to know how to convert a PSD curve into a Displacement vs Frequency plot.. Pl do help me....
Arthanareeswaran
Equilibrium equations for large deformations
Lagrangian or referential equilibrium equations for materials undergoing large deformations are of interest in the developing fields of mechanics of soft biomaterials and nanomechanics. The main feature of these equations is the necessity to deal with the First Piola-Kirchhoff, or nominal, stress tensor which is a two-point tensor referring simultaneously to the reference and current configurations.