Algorithm Developments for Discrete Adjoint Methods

  title={Algorithm Developments for Discrete Adjoint Methods},
  author={Michael B. Giles and Mihai C. Duta and Jens-Dominik M{\"u}ller and Niles A. Pierce},
A number of algorithm developments are presented for adjoint methods using the “discrete” approach in which the discretization of the nonlinear equations is linearized and the resulting matrix is then transposed. With a new iterative procedure for solving the adjoint equations, exact numerical equivalence is maintained between the linear and adjoint discretizations. The incorporation of strong boundary conditions within the discrete approach is discussed, and difŽ culties associated with the… CONTINUE READING
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Publications referenced by this paper.
Showing 1-10 of 34 references

Odyssée User’s Guide,

Oxford, C. March 2002. 25Faure, Y. Papegay
Ver. 1.7, • 2002

24Duta, M

Engines, June
C., “The Use of the Adjoint Method for the Minimisation • 2001

Sensitivity Analysis for Navier – Stokes Equations on Unstructured Grids Using Complex Variables

W. K. Anderson, E. Nielsen
AIAA Journal • 2001

Progressive Optimization of Inverse Fluid Dynamic Design Problems

A. Dadone, B. Grossman
Computers and Fluids • 2000

Aerodynamic Design Optimization onUnstructuredMeshesUsing theNavier – StokesEquations

E. Nielsen, W. K. Anderson
AIAAJournal • 1999

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