Stress-induced martenstic phase transformation in Cu-Zr nanowires
Hi Friends
I want to share some of our recent research work on the stress induced phase transformation of CuZr nanowire which is published in Materials Letters.
Hi Friends
I want to share some of our recent research work on the stress induced phase transformation of CuZr nanowire which is published in Materials Letters.
An ice block submerged in the water, if the ice melts level of water Whatwill be the level of water .
1. Increase
2. Remain Same
3. Decrease
Abstract Submission Deadline: 5 September 2009. Symposium 12: Computational Mechanics for Solid Materials and Structures
Hello everyone,
I'm trying to analyze a composite shell of a light aircraft fuselage. There are some layers - UD reinforcements in the shell of fuselage, that should follow certain path on the shell. So the layer coordinate system should rotate with the tangent of path - 3D curve. I saw a picture in a science paper, where micromechanics of a fabric lamina was analyzed in ANSYS. The coordinate system was following a centerline of a fiber.
Can anyone give me an advice how to do this? Thank you in advance.
Greetings,
Goran
Hi, all
I have a question about FE formulation for a finite plastic deformation.
I'm a new on the ABAQUS, but how the ABAQUS deals with the plastic deformation
to solve the FE eqation? I think the software use the principle of virtual work and
I'm wondering how the software modify the virtual work term to take the plastic deformation into account (because of dissipation energy)
(Obviously, the formulation must be different with elastic model)
I appreciate your reply.
Classical plasticity models evolve state variables in a spatially independent manner through (local) ordinary differen-
tial equations, such as in the update of the rotation field in crystal plasticity. A continuity condition is derived for the
lattice rotation field from a conservation law for Burgers vector content—a consequence of an averaged field theory
of dislocation mechanics. This results in a nonlocal evolution equation for the lattice rotation field. The continuity
Hi all,
I am a master student doing an analysis to estimate the burst strength of dented pipes, I have been able to model the indenter and pipe. I did a non-linear analysis to create the dent but my problem is how to remove the indenter and apply pressure to come about the burst. please how do I achieve this kind of analysis. I would be very grateful to contributors and examples that would help me solve the problem. The model is being done using ANSYS 11.0
My email is ijakay [at] yahoo.com.
Hello,
If you can read Chinese, you can visit my Chinese Blogs as follows.
http://www.blogtw.com/blog.php?user=pgluan
http://tw.myblog.yahoo.com/pgluan2005/
Besides, I and my colleague (Prof. chen) published a Photonic Crystal book: "Photonic Crystals -- From butterfly wings to nanophotonics" in 2005.
This post is in response to the imechanica request
node/5034
(a separate post, as I have to attach notes - it would be really nice to be able to attach documents to imechanica comments)
Attached are hand-written notes I have used to implement the Network B for the Bergstrom-Boyce model. They were written for my use only, so if it seems stream-of-consciousness at times, don't blame me. The details should all be there, though.