Pages that link to "Item:Q886021"
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The following pages link to Adjoint-based aerodynamic shape optimization on unstructured meshes (Q886021):
Displaying 38 items.
- Adjoint RANS with filtered shape derivatives for hydrodynamic optimisation (Q365339) (← links)
- Analysis and shape optimization in incompressible flows with unstructured grids (Q448070) (← links)
- AESOP -- a numerical platform for aerodynamic shape optimization (Q622599) (← links)
- Two dimensional shape optimization using partial control and finite element method for compressible flows (Q643869) (← links)
- An implicit, exact dual adjoint solution method for turbulent flows on unstructured grids (Q704387) (← links)
- Adjoint-based aerodynamic shape optimization on unstructured meshes (Q886021) (← links)
- An adjoint formulation for the nonlinear potential flow equation (Q1569144) (← links)
- An aerodynamic design optimization framework using a discrete adjoint approach with OpenFOAM (Q1649884) (← links)
- A dynamically deflated GMRES adjoint solver for aerodynamic shape optimization (Q1739720) (← links)
- One-shot airfoil optimisation without adjoint (Q1858851) (← links)
- Aerodynamic design optimization on unstructured grids with a continuous adjoint formulation (Q1973754) (← links)
- Aerodynamic shape optimization of supersonic aircraft configurations via an adjoint formulation on distributed memory parallel computers (Q1973769) (← links)
- Adjoint-based airfoil optimization with adaptive isogeometric discontinuous Galerkin method (Q1986723) (← links)
- A fixed mesh method with immersed finite elements for solving interface inverse problems (Q2000030) (← links)
- Adjoint-assisted Pareto front tracing in aerodynamic and conjugate heat transfer shape optimization (Q2028109) (← links)
- A discrete adjoint method for pressure-based algorithms (Q2245447) (← links)
- Unsteady continuous adjoint to URANS coupled with FW-H analogy for aeroacoustic shape optimization (Q2245564) (← links)
- Lossy compression techniques supporting unsteady adjoint on 2D/3D unstructured grids (Q2246378) (← links)
- Adjoint computational methods for 2D inverse design of linear transport equations on unstructured grids (Q2326361) (← links)
- Finite-volume goal-oriented mesh adaptation for aerodynamics using functional derivative with respect to nodal coordinates (Q2375108) (← links)
- Reconstruction of unsteady viscous flows using data assimilation schemes (Q2375231) (← links)
- Adjoint-based optimal control using meshfree discretizations (Q2431345) (← links)
- Airfoil design for compressible inviscid flow based on shape calculus (Q2443356) (← links)
- A fourth-order unstructured NURBS-enhanced finite volume WENO scheme for steady Euler equations in curved geometries (Q2692152) (← links)
- CFD shape optimization using an incomplete-gradient adjoint formulation (Q2745451) (← links)
- Efficient Aerodynamic Shape Optimization in MDO Context (Q3177101) (← links)
- Further Steps towards Quantitative Conceptual Aircraft Design (Q3407713) (← links)
- Continuous and discrete adjoint approaches for aerodynamic shape optimization with low Mach number preconditioning (Q3515874) (← links)
- Aerodynamic shape optimization on overset grids using the adjoint method (Q3552150) (← links)
- Efficient and robust algorithms for solution of the adjoint compressible Navier-Stokes equations with applications (Q3627485) (← links)
- Multiobjective Memetic Algorithm and Its Application in Robust Airfoil Shape Optimization (Q3627803) (← links)
- Optimum aerodynamic shape design for fluid flow problems including mesh adaptivity (Q4247994) (← links)
- Euler solutions for aerodynamic inverse shape design (Q4462972) (← links)
- Optimal sensor placement for variational data assimilation of unsteady flows past a rotationally oscillating cylinder (Q4594056) (← links)
- Virtual Stackelberg game coupled with the adjoint method for aerodynamic shape optimization (Q5058793) (← links)
- A NURBS-Enhanced Finite Volume Method for Steady Euler Equations with Goal-Oriented $h$-Adaptivity (Q5106301) (← links)
- An aerodynamic optimization method based on the inverse problem adjoint equations (Q5953225) (← links)
- Multilevel control by duality (Q6161364) (← links)
