Is there any paper/books on the basic idea of crystal plasticity?
what are the books/papers that give the basic idea about dislocation-crystal plasticity theory?
what are the books/papers that give the basic idea about dislocation-crystal plasticity theory?
Dear Colleagues:
I am very happy to let you know that our innovation of material like snail shell has been selected to be presented at EXPO 2010 in Shanghai at Youth Innovation Center (中国2010年上海世博会全球青年创新之旅).
I am working on an analytical solution for a crack propagation problem in a porous media using complex variable methods. Does anybody know some good references?
Graphene edges, analogous to the structure of nanotubes, can significantly influence the overall electronic and magnetic properties of graphene nanostructures, and thus have become important issues in graphene research, especially for electronic applications. In this recent paper published on PRL, we reported that the free folding of suspended graphene sheets by random mechanical stimulation has preferred folding directions.
Phanish Suryanarayana, from the California Institute of Technology, is the 2010 Melosh Medalist for the Best Student Paper in Finite Element Analysis. Phanish won for his paper titled "Non-periodic Finite-Element and Mesh-Free Formulation of Kohn-Sham Density Functional Theory". He presented the paper on Friday, April 30, 2010, on the campus of Duke University.
Please join me in congratulating Phanish!
can anyone give me some advice on which meshfree method to choose to calculate slopeslide? I saw few paper done on it. thank you!
Since ABAQUS 6.8, a new feature has been added to the combined hardening material input.
Let's assume a combined Kinematic and Isotropic hardening case, such as those happen in metals.
"Half cycle" uni-axial test results has been utilized to model the yield stress-plastic strain behavior as well as the Kinematic behavior of the metals.
In the same user interface, there is an option to choose the number of back stresses.
Is the number of 1 back stress is equivalen to the case of linear kinematic hardening (Ziegler's)?
Theory of dielectric elastomers capable of giant deformation of actuation
Xuanhe Zhao, Zhigang Suo
Physical Review Letters, 104, 178302 (2010)
Ramesh Gupta B, Aerospace Engineering Department, IISc, Bangalore. INDIA. Pin: 560012. (91) 9242844936
ramesh [at] aero.iisc.ernet.in (ramesh[at]aero[dot]iisc[dot]ernet[dot]in)
April 30, 2010
Dear Sir,
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