Accurate Implicit Time Integration in Nonlinear Dynamic Analysis
Using an effective time marching procedure is an important aspect in the implicit finite element analysis
of nonlinear dynamic problems. Here, we demonstrate some of the difficulties that can arise through an
example involving contact chatter and fluid structure interaction:
Themes covered include
The topic of research must include a biological surface as part of the interface (eg articular cartilage, skin), have a direct impact on biological function (eg prosthetic joints, dental implants), or involve the implementation of natural lubrication in man-made systems (biomimetics).
To download the program overview, go to http://www.wom-conference.elsevier.com/programme.asp
WOM 2011 - 18th International Conference on Wear of Materials. Philadelphia, USA, April 3-7, 2011
Hi all,
How can we model material with linearly varying modulus with respect to distance. We cannot use field variable dependence as distance is not a field variable in abaqus.
please tell if any body knows Step by Step procedure how to execute the problem described below....
My project is "Study on the behaviour of FRP strengthened concrete structures subject to cyclic load".
concrete 1500 x 100 x 200
CFRP: 460 x 50
Adhesieve: epoxy(sikadur 30): 460 x 50 x 0.01
Steel: 1500mm, 4mm radius, circular profile.
I have to do the following Steps using Abaqus/explicit
1. Modelling
2. Material Property
3. Assigning Sections
4. Defining Step
Hi Frns,
I'm doing project entitled, " Study on the behaviour of CFRP strengthened concrete structures subject to cyclic loading" both experimental and analytical part using Abaqus. ( All dimensions are in terms of SI units[N,mm,s])
concrete dimensions: 1500 x 100 x 200 (L x B x D), M40 grade,
I would like to have some text and material on contact mechanics.
Please help.
One postdoc and several PhD student positions are available at Clarkson University. Research background in at least one of the following areas is preferred.
1. Fatigue and fracture of materials and structures, computational mechanics and numerical methods
2. Probabilistic methods, Bayesian statistics, reliability and risk assesment
3. Structural dynamics, health monitoring, signal processing, system identification
Ph.D. research assistantship is available in the Department of Mechanical Engineering, Temple University, Philadelphia, PA, USA. Qualified applicants should contact Dr. Parsaoran Hutapea (Associate Professor of Mechanical Engineering) by email at hutapea [at] temple.edu.
Applications are invited from suitably qualified candidates for a Postdoctoral position in the framework of a research project "High reliability of large wind turbines via computational micromechanics based enhancement of materials performances" at the Risoe DTU.
