Hi everyone,
I am new to ABAQUS. I am working on a research topic where I need to study the temperature increase arised due to strains applied to a body. From the user's manual I understood that I need to use "Sequentially Coupled Thermal-Stress Analysis" for my model.
Dear all,
I want to model crack initiation and propagation for a user defined material, using Abaqus. When I try to model , I get the following error:
A MATERIAL PROPERTY THAT IS NOT ALLOWED WITH A USER MATERIAL HAS BEEN SPECIFIED
when I take out critical damage initiation, the model works fine; which means that it doesnt allow me to couple UMAT with crack initiation. Does anyone know how to handle this problem?
All the best,
Panos
HI,
I am performing a non linear buckling analysis in ansys using shell 181 element. My geometry is made up of composite material and has a shell structure. The shell is subjected to torsion at one end so as to buckle throughout it length. the other end is fully constraint.
My problem is how to apply this torsional moment at the free end.
anybody please help me.
I was going through these papers:
1.P.K. Sarkar and S.K. Maiti, 'Prediction of mode-1 fracture toughness of unidirectional fibre composites with arbitrary crack fibre orientation from its lowest or matrix fracture toughness'. int. J. Fracture, vol. 40. pp. R91-R96, (1989).
2.S.K. Maiti and P.K. Sarkar, 'A method of calculation of total strain energy release rate and its layer-wise distribution for an arbitrary through the thickness crack extension in a composite laminate', Engg. Fracture Mechanics, vol. 36, pp. 639-646,(1990).
I am currently having difficulty modelling fatigue analysis on a wheelchair frame with hollow circular sections (pipe 16). When assigning the stress locations it says that the stress is not available for that node.
Any help would be appreciated!
The institute of Geophysics of ETH Zurich is seeking a highly motivated Ph.D. candidate to be working in the domain of seismic imaging of the Earth's interior. Global seismic tomography is a relatively young discipline that rose to prominence in the 1980s and
Six finalists have been announced for the Twenty-Third Annual Robert J. Melosh Competition for the Best Student Paper in Finite Element Analysis. The finalists and their current institutions are:
Bircan Avci, Leibniz University
Andrea Hawkins-Daarud, University of Texas at Austin
Daniel Hurtado, California Institute of Technology
Sezgin Kucukcoban, University of Texas at Austin
Michael Scott, University of Texas at Austin
Here is the paper "Symmetry-Adapted Non-Equilibrium Molecular Dynamics of Chiral Carbon Nanotubes under Tensile Loading"
Amin Aghaei, Kaushik Dayal
Civil and Environmental Engineering, Carnegie Mellon University
Increasing complexity of numerical simulations has made it important to obtain reliable experimental data for a variety of mechanical properties. Fracture properties are complex to measure but accurate data is often desirable for several challenging problems. We have developed a novel short-beam shear fracture approach in order to measure the mode-II fracture toughness properties of materials with 'preferred' interfaces.
