My inflow condition is uniform. This formulation and mesh is tested in a simple 
C++ code without library. The  large mesh near the inflow does not give this 
problem.
Yes. I am using C0 element. I did calculation using tecplot. However, the 
results from a my C++ code does not give this issue either. Just now, I check 
the formulation again. Although I use Q2Q1 Taylor-Hood element without any 
stabilization, these issues are still happening.

________________________________
From: [email protected] <[email protected]> on behalf of Praveen C 
<[email protected]>
Sent: Monday, January 13, 2020 12:04 PM
To: Deal. II Googlegroup <[email protected]>
Subject: Re: [deal.II] discontinous contour over elements

Is your inflow conditions uniform ? If not then large elements at inflow could 
introduce errors.

If you compute vorticity as curl of velocity pointwise, then the vorticity 
would be discontinuous at element boundaries, since you are using only C0 
elements for the velocity.

If you are averaging the computed vorticity or obtaining vorticity by an L2 
projection, then they would be continuous. Maybe your other codes are doing 
something like this ?

Best
praveen

On 13-Jan-2020, at 9:12 AM, David Eaton 
<[email protected]<mailto:[email protected]>> wrote:

(1) This stabilized formulation is tested and running in code without any 
issue. However, it seems that the velocity fileld near the inlet, the left of 
figure "entire_domain", has large disturbances.
(2) In figure "zoom_in_1", there is no irregularity of the streamline. 
Furthermore, the calculated lift and drag matches with the literature. It seems 
that the irregularity of flow field near the inlet is caused by very large 
elements. However, this issue is not observed in another code.
(3) The most weird issue to me is in figure "zoom_in_2". The contour of 
velocity, vorticity seems to be discontinuous to their neighboring elements. I 
believe I am using continuous Galerkin element and standard Gauss quadrature 
rule (4 Gauss integration points for 2D simulation). This issue does not appear 
in other codes using the same formation. Could anyone suggest a reason for this?



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