Full time PhD scholarship at RMIT University, Australia: Mechanics of Nanocomposites
The positions below are still available. Eligible candidates are welocme to apply. Those who have already applied do not need to resubmit your application.
The positions below are still available. Eligible candidates are welocme to apply. Those who have already applied do not need to resubmit your application.
Nodal force and displacement containing connector element remain zero with increase in load. Can anyone expalin.
Greetings ,
i had successfully running my model in the step with dynamic (explicit).
BUT once i change my model with step in static (standard) then the job stop running in the half way with the error of
"too many increment in this step etc".. i had try decrease my small increment size to 0.001 but it still failed.. your help highly appreciated.
how can i solve this problems??
between, will it the result between Dynamic (explicit) to Static (standard) analysis difference??
For similar reasons outlined by Zhigang’s post node/2345 I
have found it necessary to find comparisons in publication citation
metrics/indices whilst in Academic employment. Much has been discussed about
the appropriate use of these metrics and the arguments on the benefits and
drawbacks are both compelling. Whatever your opinion, it seems that for the
foreseeable future these publication citation metrics are here to stay.
Hi dear friends
I am working about wave propagation modeling in solids. in FEM for 1D beam model when governed differential equation of motion is solving by central difference method the output results of displacement are nondispersive but by using MATLAB "lsim" command for simulation of LTI system for arbitrary inputs, the outputs are dispersive which we expect this phenomenon will be happen in beam like models!
in bar models both methods leads to nondispersive results which is resonable.
could you help me?
Symposium "Multiscale Mechanics of Polymers, Soft and Biological Materials"
http://mmm2014berkeley.iop.org/Symposium_B
at the 7th International Conference on Multiscale Materials Modeling (Oct 6-10, 2014)
http://mmm2014berkeley.iop.org/home
Abstract submission deadline: February 28, 2014
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New test data in a 2013 conference paper. Details in the attached file.
The projects aims to: