[deal.II] step-11 boundary element

2020-07-09 Thread Alex
Hi all I am new to dealii. I have a question on step-11. For a domain with a curved boundary such as step-11 with fe(1), is the boundary element still a bilinear one if mapping order>1? i.e. always 4 dofs on a boundary element? Thanks Alex -- The deal.II project is located at

Re: [deal.II] step-11 boundary element

2020-07-09 Thread Wolfgang Bangerth
On 7/9/20 1:18 AM, Alex wrote: I am new to dealii. I have a question on step-11. For a domain with a curved boundary such as step-11 with fe(1), is the boundary element still a bilinear one if mapping order>1? i.e. always 4 dofs on a boundary element? Thanks You need to distinguish between

Re: [deal.II] Geometric Conservation Law

2020-07-09 Thread Alexander Cicchino
Dear Martin, As an update, I figured out a way to have it work in 3D without needing to use another Evaluate call. The only issue is that I need the quadrature in the reference element since I construct an FE_DQGArbitraryNodes to evaluate the derivative (I do this since the metric Jacobian is

[deal.II] Interest in a step-12-like DG tutorial but for the advection-diffusion equation?

2020-07-09 Thread Bruno Blais
Dear all, I hope you are well. I have been playing with the DG methods within deal.II lately (which has been lots of fun). I really enjoy the way step-12 is written, especially because of the use of the FEInterfaceValue class. In my opinion it makes low level stuff very easily accessible, yet

Re: [deal.II] step-11 boundary element

2020-07-09 Thread Alex
Thank you. Do you have any recommendation for reference notes or books which explains the math behind mapping? I can see some in Mapping< dim, spacedim > Class Template Reference. Alex On Thursday, July 9, 2020 at 7:01:34 AM UTC-6, Wolfgang Bangerth wrote: > > On 7/9/20 1:18 AM, Alex wrote: >