Author Topic: Which triangular plate element is implemented in FEAP  (Read 8634 times)

Son_new

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Which triangular plate element is implemented in FEAP
« on: July 05, 2012, 05:27:14 AM »
Hi community,

I'd like to know what is the name of triangular element which is been implemented in FEAP for plate bending problems?

Your comments will be appreciated.



Prof. S. Govindjee

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Re: Which triangular plate element is implemented in FEAP
« Reply #1 on: July 05, 2012, 01:50:16 PM »
I believe it is the one from:

F. Auricchio and R.L. Taylor
A triangular thick plate finite element with an exact thin limit
Finite Elements in Analysis and Design 19 (1995) 57 68

See the comments in elements/shell/plate2d.f


Son_new

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Re: Which triangular plate element is implemented in FEAP
« Reply #2 on: July 06, 2012, 06:53:39 AM »
Thank you Dear Professor,

I've obtained the copies of forementioned nomenclatures, although I'm very familiar with thick plate theory I found it bit a hard to understand how the mixed formulation is performed. The procedure really resembles to that of Henschel Tocher triangular element but the integration part is different. In order to understand it throughly I should study it a bit more and I'll need time which is my burden.

Actually, my main goal was to implement the plate on elastic foundation , starting from the simplest to the hardest theory such as Winkler springs, 2 parameter Vlasov model and finally half-space theory. Could you shed some light on that issue, is that triangular element is suitable for serving that purpose of modelling the plate on elastic foundaiton?

Your help will be appreciated,

Prof. S. Govindjee

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Re: Which triangular plate element is implemented in FEAP
« Reply #3 on: July 06, 2012, 11:48:19 AM »
It will be fine to modify.  However, since you are trying to learn I would suggest first programing your own simple plate element as a user element.