Correction: "small-strain assumptions " should be "thin-shell assumptions".
Sorry.



--
Yuxiang "Shawn" Wang, PhD
yw...@virginia.edu
+1 (434) 284-0836

On Tue, Nov 13, 2018, 22:21 Yuxiang Wang <yw...@virginia.edu wrote:

> Dear all,
>
> As one usually reads from literature (or commercial software
> documentation), usually, a shell element would need >= 2 Gaussian
> quadrature points through the thickness to capture its bending behavior.
> For example, in the LS-DYNA documentation
> <https://www.dynasupport.com/tutorial/ls-dyna-users-guide/elements> or
> mentioned in this paper
> <http://web.mit.edu/kjb/www/Principal_Publications/Performance_of_the_MITC3+_and_MITC4+_shell_elements_in_widely_used_benchmark_problems.pdf>
> .
>
> I noted that the QUADSHELL4 and QUADSHELL8 elements have only the 4
> quadrature point at the zeta=0 plane. I was thinking about manually adding
> one more layer for numerical integration, but just wonder that - would it
> make sense to build that in QUADSHELL4 or QUADSHELL8 default qrule? Or
> would you think it would be cleaner to manually add one more loop?
>
> PS: The existing MITC4 shell example (actually Q4Gamma24 element) seems to
> be using only one layer of quadrature points across the thickness, and the
> results does not match ABAQUS well with thicker shells. I am still trying
> to understand whether it is because of some small-strain assumptions during
> implementation of the Q4Gamma24 theory, or whether it is because of the
> 1-layer integration points through the thickness. I'll report back when I
> have an idea!
>
> PPS: Reading a French textbook with Google Translate is really
> challenging... :)
>
> Best,
> Shawn
>
> --
> Yuxiang "Shawn" Wang, PhD
> yw...@virginia.edu
> +1 (434) 284-0836
>

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