I am a Ms student of civil engineering, University of South Carolina,US. I am planning to further my study in numerical simulation field as a PhD Student.
I finished many laboratory test and analysis, Now my resaerch is focused on numerical simulation.
Hi!
Can please help me regarding usage of VGETVRM? I am trying to get material point data of EVF in an eulerian analysis using VUSDFLD but failed. Details is below:
parameter( nrData=6 )
character*3 cData(maxblk*nrData)
dimension rData(maxblk*nrData), jData(maxblk*nrData)
do k = 1, nblock
c jStatus = 1
call vgetvrm('EVF',rdata,jData,cData,jStatus)
EVF=rdata(1)
FIELD(k,1)=EVF
stateNew(k,1)=FIELD(k,1)
i got three questions here.
1) If im using ANSYS, how am i gonna do a fatigue life prediction of a welded joint? The speciment is butt joint. I need to know the procedure.
2) If im using ANSYS nCode DesignLife, how am i gonna obtain the SN curve if im using FE Model or Multi-column?
3) If Im using ANSYS nCode DesignLife, what should i pick for the geometry if im doing on CTOD method of a butt joint welded speciment?
Thanks for the help. :)
Dear All,
Greetings to you. I am M. Faisal Riyad from Bangladesh. I am going to assist one of my professor in his research. The research will about crack propagation analysis. He asked me to learn about the cohesive zone modelling approach in ANSYS. I am searching for some good articles to learn from the beginning. I would be very grateful to you if anyone help me to find the articles or any other way to learn about cohesize zone approach in ANSYS.
Thanks,
Faisal
Sukumar pointed out a Google service to retrieve your papers. Here are a few examples:
I'm using Abaqus to model a Thin walled pressure vessel till Von Mises Stress (Svm) reaches the Ultimate Tensile Strength (UTS). Is there an easiers method to run the program in a way the pressure increases itself till Svm reaches to the UTS instead of running the program several times for differet pressures.
Dear all, I am an ME PhD graduate looking for a great classical solid mechanics text (preferably something that includes a thorough treatment of classical methods as well as finite deformation and an intro into computational methods). Here's the catch:
It's got to have good homework problems at the end of each chapter, AND a solution manual to those problems. I really like the texts by Fung and Goldstein, however I can't find solution manuals to the homework problems.
Can anyone suggest a book and its accompanying solution manual?
Does anyone know how I can run an input file that I have a copy of that in my TEMP folder via DOS Command Line?
Thank you very much for your time and for your advise.
