Welcome to the von Karman Institute for Fluid Dynamics Store

Introduction to optimization and multidisciplinary design - VKI LS 2006-03

Be the first to review this product

Availability: In stock


Quick Overview

VKI LS 2006-03, Introduction tooptimization and multidisciplinary design, ISBN 2-930389-65-6

Introduction to optimization and multidisciplinary design - VKI LS 2006-03

Double click on above image to view full picture

Zoom Out
Zoom In

More Views


Introduction tooptimization and multidisciplinary design
March 6-10, 2006. J. Périaux & H. Deconinck
Table of content


  • PIRONNEAU, O. - University of Paris VI, France
    Optimal shape design: formulation, theoretical foundations and results

Part I Evolutionary Algorithms

  • PERIAUX, J.1; GONZALEZ, L.F.2; WHITNEY, E.J.2; SRINIVAS, K. 2 - 1CIMNE/UPC, Spain & INRIA Sophia OPALE Project Associate & 2The University of Sydney, Australia
    MOO methods for multidisciplinary design using parallel evolutionary algorithms, game theory and hierarchical topology:
    I: Theoretical background
    II: Numerical aspects and implementation of model test cases
    III: Practical application to the design and optimisation of UAV systems
  • RAI, M.M. - NASA Ames Research Center, USA
    Single- and multiple-objective optimization with differential evolution and neural networks
    Towards robust designs via multiple-objective optimization methods
  • GIANNAKOGLOU, K.C. & KARAKASIS, M.K. - National Technical University of Athens, Greece
    Hierarchical and distributed metamodel-assisted evolutionary algorithms
  • PEDIRODA, V. & POLONI, C. - Università di Trieste, Italy
    Robust design, approximation methods and self organizing map techniques for MDO problems

Part II Gradient Based Algorithms

  • VASSBERG, J.C. & JAMESON, A. - The Boeing Company & Stanford University, CA, USA
    Aerodynamic Shape Optimization : Theoretical Background (I/II)
  • GAUGER, N.R. - DLR & Humboldt University Berlin, Germany
    Adjoint approaches in aerodynamic shape optimization and MDO context
  • DESIDERI, J.-A. & DERVIEUX, A. - INRIA, France  
    Hierarchical methods for shape optimization in aerodynamics
    I: Multilevel algorithms for parametric shape optimization
    II: Additive methods in aerodynamics
  • GIANNAKOGLOU, K.C. & PAPADIMITRIOU, D.I. - National Technical University of Athens, Greece
    Formulation and application of the continuous adjoint method in aerodynamics and turbomachinery

Additional Information

Manufacturer von Karman Institute for Fluid Dynamics

Product Tags

Use spaces to separate tags. Use single quotes (') for phrases.