Continuous Adjoint - Incomp_NavierStokes

pedropcb13 · July 29, 2021, 05:50

Hi,

Are there any Incompressible examples using the Continuous_Adjoint formulation?

In the TestCases Repository I found only compressible examples and the case I am trying to run is not working.

Regards,

Pedro.

pcg · July 31, 2021, 05:22

SU2 does not have an incompressible continuous adjoint.

pedropcb13 · August 19, 2021, 14:40

Quote:

Originally Posted by pcg

SU2 does not have an incompressible continuous adjoint.

Thank you for answering.

CarlosLozano · January 16, 2024, 14:03

SU2 does have an incompressible continuous adjoint (or at least it used to have one in the past). It is described in
Shape Sensitivity of Free-Surface Interfaces Using a Level Set Methodology. Francisco Palacios, Juan J. Alonso & Antony Jameson. AIAA Paper 2012-3341, 42nd AIAA Fluid Dynamics Conference and Exhibit, New Orleans, LA, June 25-28, 2012.

In fact, I even validated it against analytic incompressible adjoint solutions here
Lozano, C.; Ponsin, J. Exact Inviscid Drag-Adjoint Solution for Subcritical Flows. AIAA J. 2021, 59, 5369–5373
and here
Lozano, C.; Ponsin, J. Explaining the Lack of Mesh Convergence of Inviscid Adjoint Solutions near Solid Walls for Subcritical Flows. Aerospace 2023, 10, 392. https://doi.org/10.3390/aerospace10050392

July 29, 2021, 05:50	Continuous Adjoint - Incomp_NavierStokes	#1
pedropcb13 New Member Pedro Paulo Join Date: Jul 2021 Posts: 9 Rep Power: 5	Hi, Are there any Incompressible examples using the Continuous_Adjoint formulation? In the TestCases Repository I found only compressible examples and the case I am trying to run is not working. Regards, Pedro.

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July 31, 2021, 05:22		#2
pcg Senior Member Pedro Gomes Join Date: Dec 2017 Posts: 467 Rep Power: 14	SU2 does not have an incompressible continuous adjoint.

January 16, 2024, 14:03		#4
CarlosLozano New Member Join Date: Feb 2018 Posts: 29 Rep Power: 9	SU2 does have an incompressible continuous adjoint (or at least it used to have one in the past). It is described in Shape Sensitivity of Free-Surface Interfaces Using a Level Set Methodology. Francisco Palacios, Juan J. Alonso & Antony Jameson. AIAA Paper 2012-3341, 42nd AIAA Fluid Dynamics Conference and Exhibit, New Orleans, LA, June 25-28, 2012. In fact, I even validated it against analytic incompressible adjoint solutions here Lozano, C.; Ponsin, J. Exact Inviscid Drag-Adjoint Solution for Subcritical Flows. AIAA J. 2021, 59, 5369–5373 and here Lozano, C.; Ponsin, J. Explaining the Lack of Mesh Convergence of Inviscid Adjoint Solutions near Solid Walls for Subcritical Flows. Aerospace 2023, 10, 392. https://doi.org/10.3390/aerospace10050392