Drag under Euler formulation
I would like to ask you how the drag of a profile is computed using Euler analysis. In another post, I've been told the total drag was computed by integrating over the surface, but how is the shear stress tension localy computed?
Are the concepts of displacement thickness and momentum thickness employed?
Thanks in advance,
To compute the Drag (inviscid and viscous) we perform a direct integration of the forces on the surface. More details in http://su2.stanford.edu/documents/SU2_AIAA_ASM2013.pdf
And the subroutines in the code:
void CEulerSolver::Inviscid_Forces(CGeometry *geometry, CConfig *config)
void CNSSolver::Viscous_Forces(CGeometry *geometry, CConfig *config)
Thanks for your reply. In the end, I guess I was just strugling with spurious drag, because SU2 provided some small values for drag coefficient when running a bidimensional Euler analysis in low Mach flow (thus, no drag). I was confused, because the spurious drag was increasing with the angle of attack, but after some research, I found out this is the normal behaviour for numerical drag.
Thanks again for your attention.
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