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All Testcases use the incompressible solver implemented by Thomas Economon.
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For all Testcases the respective gmsh geo file has to be provided.
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This folder contains the additional Testcases for streamwise periodic flow.
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A Tutorial can be found on the SU2 website.
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For all Testcases a gmsh .geo file is provided which allows to recreate/modify the mesh.
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## `pipe_slice_3D`
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## `pipe_slice_3d`
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Overview: Hagen Poiseuille flow through a 1-primal-cell thick pipe slice in 3D.
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Hagen Poiseuille flow through a 1-primal-cell thick pipe slice in 3D.
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Analytical solution of the velocity magnitude for steady laminar pipe flow in a round pipe `v_mag (r) = -1/(4*mu) * (Delta p / Delta x) * (R**2 - r**2)` therefore a pressure drop Delta p is prescribed, heated walls
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Analytical solution of the velocity magnitude for steady laminar pipe flow in a round pipe `v_mag (r) = -1/(4*mu) * (Delta p / Delta x) * (R**2 - r**2)` therefore a pressure drop Delta p is prescribed.
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`Re = rho * v * L / mu = 1.0 * ? * 5e-3 / 1.8e-5`bei v -> averaged (mass or area weighted?) velocity the critical Re ~= 2300 (v = 0.6 for now) makes Re=167
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`Re = rho * v * L / mu = 1.0 * 0.6 * 5e-3 / 1.8e-5`makes Re=167, with the critical Reynolds number being Re~=2300.
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It would nice to have a Re ~= 1500 to have a better testcase (achieve that with v~5 or 6 i.e. scale Delta P by factor 10 from 0.001 to 0.01)
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