Dear Niki,
similar to Will I'm trying to use PyFR to simulate incompressible,
turbulent pipe flow. As for the nature of pipe geomtries the simulations
would greatly profit from a streamwise cyclic boundary condition. Hence my
question: Would your workaround of enforcing a constant pressure source
term in the negdivconf.mako file work for a 3d case as well? Would a
pressure drop in z-direction be achvied by adding for example "tdivtconf[3]
= tdivtconf[3] - 4.0;"?
Do you plan to implement such a streamwise cyclic boundary condition in
PyFR in general?
Thanks in advance and kind regards,
Hendrik
Am Dienstag, 21. November 2017 18:57:24 UTC+1 schrieb Niki Loppi:
>
> Hi Will,
>
> If you look at the pressure field early in the simulation you can clearly
> see that there is a periodicity issue. The source term you impose is
> perfectly fine, but it does work for the gradient between the periodic back
> face and the front face.
>
> p(x) = 0 - 4x,
>
> p'(x)= -4
>
> but derivative at the discontinuity reads p'(0) = [p(0) - p(8)]/dx = [0 -
> (-32)]/dx.
> Currently, we do not have a functionality to force the constant pressure
> gradient in a periodic domain. However, for this case you can add the
> following line to pyfr/solvers/baseadvec/kernels/negdivconf.mako, which
> adds a "pressure derivative" source term (-4.0) to the x-momentum equation
> (index [1]).
>
> % for i, ex in enumerate(srcex):
> tdivtconf[${i}] = -rcpdjac*tdivtconf[${i}] + ${ex};
> % endfor
> + tdivtconf[1] = tdivtconf[1] - 4.0;
> </%pyfr:kernel>
>
> I did not properly test it, but I have attached a picture what I got after
> running for a minute. Please note that the pressure looks constant if you
> add the source term this way, because p = du/dx + dv/dx = 0 + 0. I also
> suggest using BDF2, rk4 or tvd-rk4 and multigrid.
>
> Regards,
> Niki
>
>
>
>
>
>
> On 21/11/17 11:30, Will wrote:
>
> Dear Niki,
>
> Thanks for your advice. I have got good alignment on cavity flow now.
>
> I am now trying to simulate pressure driven laminar 2d pipe flow with
> periodic inlet/outlet BC. The velocity profile at roughly 50 seconds is
> still not parabolic. Instead, the flow generates some vortex at ReD less
> than 200 when ac-zeta = 20. The result is attached also the .pyfrm and .ini.
>
> The pressure gradient is constant 4 and nu = 0.01.
>
> Best regards,
> Will
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