A primer on differentiable shape optimization for fluids

A primer on differentiable shape optimization for fluids

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Veröffentlicht in:Introduction to optimization and multidisciplinary design (Veranstaltung : 2016 : Sint-Genesius-Rode) Introduction to optimization and multidisciplinary design
1. Verfasser: PIRONNEAU, O. (VerfasserIn)
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Sprache:eng
Veröffentlicht: 2016
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Introduction to optimization and multidisciplinary design 2016 VERSTRAETE, T.
Theoretical background for aerodynamic shape optimization 2016 VASSBERG, J. C.
Adjoint approaches in aerodynamic shape optimization and MDO context. Part I and II 2016 GAUGER, N.
The continuous adjoint method in aerodynamic optimization 2016 GIANNAKOGLOU, K. C.
Influence of shape parameterization on aerodynamic shape optimization 2016 VASSBERG, J. C.
Challenges to overcome for routine usage of automatic optimisation in industry 2016 SHAHPAR, S.
A primer on differentiable shape optimization for fluids 2016 PIRONNEAU, O.
Optimisation strategies used in turbomachinery design from an industrial perspective 2016 SHAHPAR, S.
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Efficient sensitivity computation using automatic differentiation 2016 MÜLLER, J.-D.
Multidisciplinary design optimization of aircraft configurations Part I: A modular coupled adjoint approach Part II: High-fidelity aerostructural optimization 2016 MARTINS, J. R. R. A.
Industrial applications of aerodynamic shape optimization 2016 VASSBERG, J. C.
Low cost evolutionary algorithms for engineering applications 2016 GIANNAKOGLOU, K. C.
Theoretical basis, examples and challenges of aerodynamic shape design using evolutionary computation 2016 QUAGLIARELLA, D.
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