ABAQUS error
Hello everyone,
I am modelling a three dimensional cohesive element problem with Abaqus. I was wondering to see if anyone had the following error in their analysis:
THE NODE NUMBERING MIGHT NOT BE CORRECT FOR ELEMENT *** INSTANCE ***
Hello everyone,
I am modelling a three dimensional cohesive element problem with Abaqus. I was wondering to see if anyone had the following error in their analysis:
THE NODE NUMBERING MIGHT NOT BE CORRECT FOR ELEMENT *** INSTANCE ***
The fifth biennial workshop on 'Direct Methods' will be held in Oxford, UK on 6th to 8th September 2015. It follows on from previous successful workshops held in Aachen, Lille, Athens and Reggio Calabria (see http://www.iadime.unirc.it/ ).
The fifth biennial workshop on 'Direct Methods' will be held in Oxford, UK on 6th to 8th September 2015. It follows on from previous successful workshops held in Aachen, Lille, Athens and Reggio Calabria (see http://www.iadime.unirc.it/ ).
Dear all,
I am simulating tensile specimens with an elliptical pore(representing a flaw in the material) in the mid-cross section of the specimen. What I am looking for is the stress concentration caused by this pore.
I am simulating this as a 3D specimen under tensile loading only, with 3D, 8-node linear brick elements(1st order). Now my questions are:
1- Is there any analytical solution for such problems(3D with elliptical pore) with which I can compare my FEA results?
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Hi all,
I need to calculate the characteristic (or specific) impedance of a tube. Generally this tube has a varing cross-sectional area (diameter changes and it has tube is not cylidrical). However for a very simplified case, let's assume it is a perfect cylender terminated at a finite length. The walls and termination are not rigid so it will have interaction with acoustic pressure inside.
Virtual forming of metallic sheet materials: prediction of forming and in-life behaviors within an integrated approach
Dear Friends and Colleagues,
We would like to invite you to submit an abstract to our symposia at the ASME IMECE November 13-19, 2015 in Houston, Texas
Our symposia are:
12-14 Wave Propagation in Soft Materials
12-19 Mechanics of Biological Materials and Structures
http://www.asmeconferences.org/IMECE2015/Author/NewAbstract.cfm
We look forward to your presentations at our symposia!
Sulin Zhang, Pennsylvania State University
Hongyan Yuan, University of Rhode Island
Xiaohan Zhang Amit Acharya Noel J. Walkington Jacobo Bielak
We describe a model based in continuum mechanics that reduces the study of a significant class of problems of discrete dislocation dynamics to questions of the modern theory of continuum plasticity. As applications, we explore the questions of the existence of a Peierls stress in a continuum theory, dislocation annihilation, dislocation dissociation, finite-speed-of-propagation effects of elastic waves vis-a-vis dynamic dislocation fields, supersonic dislocation motion, and short-slip duration in rupture dynamics.