Free Vibration of a Carbon Nanotube-Based Mass Sensor
Abstract:
Abstract:
3 post-docs (3 years initially, and up to 5 years) are available in Cardiff on multiscale methods and error estimation.
Salary:
£24370 - £28251 per annum (Grade 5), £29972 - £35788 per annum (Grade 6).
Please apply here: http://www.cardiff.ac.uk/jobs/engin/research-assistants--research-assoc…
Feel free to EMAIL me for details: stephane DOT bordas AT alum DOT northwestern DOT edu
A University funded PhD studentshipDevelopment of an XFEM composite model in progressive damage analysis of fibre composites University of Portsmouth – School of Civil Engineering and Surveying, Faculty of Technology Application deadline: 31st January 2012
Hi,
I'm trying to simulate wave propagation in composite materials using ABAQUS/Explicit but can't run the simulation (when creating and using a isotropic material it works), would be realy grateful for som tips how to solve it.
September 17-19, 2012, Beijing, P.R. China
Overview and Objectives
Ares Rosakis Sc.M.’80 Ph.D.’83 from Brown University was awarded the 2011 A. CermalEringen
Medal of the Society of Engineering Science (SES) in recognition of
hissustained contributions to dynamic fracture mechanics and methods to
determinestresses in thin film structures. Medalists for 2011 were
announced at therecent 48th Annual Technical Meeting of SES at
Northwestern University.
Porous materials can be created by a variety of methods and exhibit properties that are advantageous in certain applications, e.g. insulation, energy absorption, and core materials in sandwich panels. As the length scale of the pores/ligaments is reduced below one micron, size effects arise and cause changes in the deformation mechanisms that operate in the ligament material. The mechanical properties can change dramatically, especially for so-called “nanoporous metals”, which have pores and ligaments as small as a few nanometers.
Hello everyone,
I have a basic question in ABAQUS. For developing a user element in ABAQUS, the strain-displacement tensor, or the so-called B-matrix, needs to be calculated in the UEL subroutine. Applying the B-matrix on the displacement vector gives rise to the strain vector. However, we know that there are more than one strain measure for corresponding, or in other words, different conjugate stress measures.
What is here not clear for me is what type of strain tensor is calculated by applying B on the displacement vector: (eps=B.d) what is eps here?
Hello dear coleque
i am PhD student from slovak university of technology, and i have small problem with material database, i work with softvare ANSYS, DEFORM 2D/3D and SYSWELD, and i really ned found the material data vor DIN 50CrMo4 steel vor temperature 20-850°C because the material database of this softvare is horrable.
CAN you please, really please me with this problem ?