machining
which software is use for simulate ultrasonic turning process.is it possible in ansys?
which software is use for simulate ultrasonic turning process.is it possible in ansys?
Hi,
I implement a program for fatigue crack growth in the XFEM.
But I have great difficulties to find material parameters used for PARIS- or FORMAN/METTU-equation.
Can anyone point me where this parameters could be released, for example for epoxy, polyurethane, 18CrNiMo7-6 and Aluminium.
I would very appriciate your response.
-Sungyong-
Hi all,
I am trying to replicate an analysis done in Abaqus by using LS Dyna. I've an input(inp) file of the abaqus model on which the analysis has been performed.
My research field is Numerical methods in fluid dynamic. The method that we use named CDLS mesh-less method. It is based on MLS shape function and Least square equation discretization.
We decide to change our shape function from MLS to RPIM. We predict if this shape function couple with our method, we will reach better results in fluid dynamic problems. But we don't have any experience in using this kind of shape functions.
Now I am looking for a person who has experience in working with RPIM shape function for cooperation.
Dear All,
The first article of Pr. Engelmayr's Lab entitled
"Finite element analysis of an accordion-like honeycomb scaffold for cardiac tissue engineering" Aurelie Jean and George C. Engelmayr Jr.
is available in early view on the website of Journal of Biomechanics !
Alternate expressions for the angular variation of the K-field stresses and displacements around a sharp-crack embedded in an elastic medium subjected to an in-plane mixed-mode (mode-1 and -2) loading are presented. The expressions are derived in terms of the mode-mixity angle instead of superposing the pure-mode fields. The alternate expressions are derived using complex potentials and the Kolosov-Muskhelishvili method. The mixed-mode stress and displacement fields are presented in the crack-tip Cartesian and polar coordinates. We have obtained the crack growth angle in terms of the mixity-angle assuming the maximum hoop- and principal-stress criterions.
Dear all
I'm working on the thermal buckling analysis of a radially graded annular FG plates with temperature dependent properties.
The results show that the temperature dependent thermal buckling loads are greater than those of the temperature independent, but I have expected for vice vesa results!
Can anyone explain it ?
best ragrds
I am PhD of 2008 and looking for PDF in my working areas as mentioned above or other related areas. My email is umesh_rrl [at] rediffmail.com (umesh_rrl[at]rediffmail[dot]com)