Hi Dinesh,

Thanks for your interest in PyFR.

Currently PyFR only has a compressible solver, but we seem to get good 
agreement with incompressible data by running with Ma = 0.1-0.2. You would 
probably want to try a characteristic BC (char-riem-inv) at the domain outlet 
in the first instance.

We are working on adding a true incompressible solver at the moment.

Cheers

Peter

Dr Peter Vincent MSci ARCS DIC PhD
Senior Lecturer and EPSRC Early Career Fellow
Department of Aeronautics
Imperial College London
South Kensington
London
SW7 2AZ
UK

web: www.imperial.ac.uk/aeronautics/research/vincentlab
twitter: @Vincent_Lab


> On 27 Oct 2015, at 13:57, Freddie Witherden <[email protected]> wrote:
> 
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> 
> Hi Dinesh,
> 
> On 27/10/2015 00:22, Dinesh Bhatia wrote:
>> I have just downloaded PyFR. I need an incompressible
>> Navier-Stokes solution for a laminar boundary layer problem with
>> the free-stream boundary condition to be a Neumann type.
> 
> PyFR is primarily designed to solve the compressible Navier-Stokes
> equations.  Although it can be run in the near-incompressible regime
> it is far from ideal and the performance is unlikely to be competitive.
> 
>> I have seen the basic types of BC options in PyFR and there is no 
>> direct way to apply such a BC. My questions are: 1) Is it possible
>> to get good results of an incompressible boundary layer problem in
>> PyFR. 2) Is there a way to apply the Neumann Boundary Condition for
>> U velocity and Dirichlet for V velocity at the free-stream
>> boundary.
> 
> This is not currently possible.
> 
> Regards, Freddie.
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