hello
im a new abaqus user and i want to model a viscoelastic material (asphalt) in abaqus . i have uniaxial creep test data for characterize viscoelastic behaviour . my question is how can i enter viscoelastic parameters in abaqus?is there any way to put creep test data directely in abaqus??
in abaqus for modelling viscoelastic material in time domain there are three ways:
1)combined test data
2)shear test data
3)volumetric test data
not able to edit ABAQUS/CFD 6.10 input file
the keyword for an abaqus/cfd model cannot be edited
???? any suggestion???
WHILE I AM PERFORMING CO-SIMULATION
JAM now publishes a new type of paper -- A Perspective. As invited by the Editor of JAM, the authors write a short (2~3 published pages) perspective paper on an emerging field, or an important new discovery, in mechanics. The inaugural perspective paper, "Toughening Graphene With Topological Defects: A Perspective" by Dr. Teng Zhang and Prof. Huajian Gao from Brown University, was published in the May issue, 2015. The PDF of the paper is attached.
We are currently accepting candidates for 2 Ph.D. and 1 Postdoc positions in the Mechanical Engineering Department at the State University of New York, Stony Brook, working on the smart materials with application to energy harvesting, sensing and control.
Individuals with very good knowledge in the following area(s) are invited to respond.
o Vibration-based Energy Harvesting and Optimal Power Conditioning Circuit
The University of Applied Sciences and Arts Northwestern Switzerland (FHNW) includes nine schools with more than 10'000 students. In a joint program with the Swiss Nanoscience Institute at Uni Basel and the Paul Scherrer Institute, we are looking for you to join the FHNW School of Engineering, Institute of Polymer Engineering, in Windisch, Switzerland, at the earliest possible date:
PhD position in hierarchical composite materials
For centuries, great minds like Kepler, Maxwell and Einstein have investigated the statistical characterization of many-body systems, and implications of small-scale structures on the macroscopic transport and mechanical properties. In this work, an accurate statistical description of heterogeneous particulate materials is computed using novel adaptive interpolation/integration scheme. This statistical information is then utilized within mathematical theories for predicting the overall thermo-mechanical behavior.
