A hierarchical approach for shape optimization

F. Beux, Alain Dervieux

Type: Article

Publication Date: 1994-01-01

Citations: 49

DOI: https://doi.org/10.1108/02644409410799191

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Engineering Computations - View

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+	A discrete gradient-based approach for aerodynamic shape optimisation in turbulent viscous flow	2006	Mattia de’ Michieli Vitturi F. Beux
+ PDF Chat	Optimum transonic airfoils based on the Euler equations	1999	Angelo Iollo Manuel D. Salas
+ PDF Chat	Multi-level gradient-based methods and parametrisation in aerodynamic shape design	2008	Massimiliano Martinelli F. Beux
+	Boundary and internal conditions for adjoint fluid-flow problems	2008	Ernani Volpe Luis Santos
+	Treatment of shock waves in design optimization via adjoint equation approach	1998	Toyoki Matsuzawa
+	Shape Optimization of an Euler Flow in a Nozzle	1997	F. Beux
+	PSEUDO-TIME METHODS FOR CONSTRAINED OPTIMIZATION PROBLEMS GOVERNED BY PDE	1995	Shlomo Ta’asan
+ PDF Chat	A Preconditioning Method for Shape Optimization Governed by the Euler Equations	1999	Eyal Arian Veer N. Vatsa
+ PDF Chat	Multilevel gradient-based methods in aerodynamic shape design	2008	Massimiliano Martinelli F. Beux
+	PSEUDO-TIME METHOD FOR OPTIMAL SHAPE DESIGN USING THE EULER EQUATIONS	1995	Angelo Iollo Geojoe Kuruvila Shlomo Ta’asan

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+	A multigrid tutorial	1987	William L. Briggs
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+	Flux-vector splitting for the Euler equations	1982	Bram van Leer
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+	Convergence analysis of a multi-level relaxation method	1993	Hervé Guillard