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Adjoint-Driven Aerodynamic Shape Optimization Based on a Combination of Steady State and Transient Flow Solutions

Journal Article
2016-01-1599
ISSN: 1946-3995, e-ISSN: 1946-4002
Published April 05, 2016 by SAE International in United States
Adjoint-Driven Aerodynamic Shape Optimization Based on a Combination of Steady State and Transient Flow Solutions
Citation: Han, T., Kaushik, S., Karbon, K., Leroy, B. et al., "Adjoint-Driven Aerodynamic Shape Optimization Based on a Combination of Steady State and Transient Flow Solutions," SAE Int. J. Passeng. Cars - Mech. Syst. 9(2):695-709, 2016, https://doi.org/10.4271/2016-01-1599.
Language: English

References

  1. Jameson , A. Aerodynamic Design via Control Theory in ICASE Rep. no. 88-64 1988
  2. Giles , M.B. and Pierce N.A. Adjoint Equations in CFD: Duality, Boundary Conditions and Solutions Behaviour AIAA Report 97-1850 1997
  3. Anderson , W.K. and Venkatakrishnan V. Aerodynamic Design Optimizations on Unstructured Grids with a Continuous Adjoint Formulation AIAA Paper 97-0643 1997
  4. Petropoulou S. Localised Adjoint Optimization - Better and Faster CFD-Driven Design NAFEMS Optimization for Industrial Applications Seminar Gaydon, UK March 2012
  5. Petropoulou S. Adjoint Solver Advances, Tailored to Automotive Applications Flow head Conference Munich, Germany 28th March 2012
  6. Palluch J. , Weickgenannt S. , Saroch M. (Friendship Systems, GER) , Leroy B. , Zimmer A. Design Studies and Optimization of Functional Surfaces utilizing Open Source CFD NAFEMS World Congress (NWC 2013) Salzburg, Austria 10th June 2013
  7. iconCFD® version 3.0.17 Technical User Guide ICON Technology & Process Consulting Ltd.
  8. ANSA version 15.2.3 User’s Guide BETA CAE Systems S.A. January 2015
  9. Petropoulou S. Industrial optimization solutions based on OPENFOAM®* Technologies ECCOMAS CFD Lisbon, Portugal June 2010
  10. Othmer , C. A Continuous Adjoint Formulation for the Computation of Topological and Surface Sensitivities of Ducted Flows Int J. Numer. Meth. Fluids 2008 58 861 877
  11. Shih , T.-H. , Liou , W.W. , Shabbir , A. , Yang , Z. , Zhu , J. 1995 A New k- Eddy-Viscosity Model for High Reynolds Number Turbulent Flows - Model Development and Validation Computers Fluids 24 3 227 238
  12. Blacha , T. , Gregersen , M.M. , Islam , M. , Bensler , H. 2015 Aerodynamic Vehicle Optimization using the Continuous Adjoint Method FKFS Conference Stuttgart, Germany 29th September 2015

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