Table of contents

  1. Front Matter
    PDF
  2. Towards a multipurpose optimal shape design computer code
    G. Arumugam, O. Pironneau
    Pages 1-17
  3. Stability enhancement of flexible structures by nonlinear boundary-feedback control
    A. V. Balakrishnan
    Pages 18-37
  4. Stationary and moving free boundary problems related to the cavitation problem
    G. Bayada, M. Chambat, M. El Alaoui Talibi
    Pages 38-54
  5. On optimal design of activity controlled distributed parameter structures
    Martin P. Bendsøe
    Pages 55-71
  6. A domain control approach to state-constrained control problems
    J. F. Bonnans, V. Caudrat, C. Saguez
    Pages 72-90
  7. An optimization problem for thin insulating layers around a conducting medium
    Giuseppe Buttazzo
    Pages 91-95
  8. Some effects of the boundary roughness in a thin film flow
    M. Chambat, G. Bayada, J. B. Faure
    Pages 96-115
  9. Free boundary problems in dissolution-growth processes
    Francis Conrad, Michel Cournil
    Pages 116-136
  10. Shape optimization and continuation method
    Chung S., Deng S. M., Kernevez J. P., Liu Y., Wang Z.
    Pages 137-152
  11. Further development in shape sensitivity analysis via penalization method
    M. C. Delfour, J. P. Zolesio
    Pages 153-191
  12. On the design of the optimal covering of an obstacle
    Jaroslav Haslinger, Pekka Neittaanmäki
    Pages 192-211
  13. Exponential local stability of first order strictly hyperbolic systems with nonlinear perturbations on the boundary
    Irena Lasiecka
    Pages 212-234
  14. Free boundaries and non-smooth solutions to some field equations: Variational characterization through the transport method
    J. J. Moreau
    Pages 235-264
  15. Shape sensitivity analysis of nonsmooth variational problems
    Jan Sokolowski
    Pages 265-285
  16. Shape Newton method in naval hydrodynamic
    M. Souli
    Pages 286-296
  17. Semi-discrete and discrete gradient for non linear water wave problems
    M. Souli, J. P. Zolesio
    Pages 297-310
  18. Gradient with respect to nodes for non-isoparametric finite elements
    Timo Tiihonen, Jean-Paul Zolesio
    Pages 311-316
  19. Exact controllability for wave equation with Neumann boundary control
    R. Triggiani
    Pages 317-371
  20. Shape stabilization of wave equation
    J. P. Zolesio, C. Truchi
    Pages 372-398

About these proceedings

Introduction

This volume comprises the proceedings of the Working Conference "Boundary variations and boundary control" held in Nice (France), June 10-13, 1986. The aim of this Conference was to stimulate exchange of ideas between the group working on shape optimization (including free boundary problems) and the group working on boundary control of hyperbolic systems (including stabilization). An important remark is that if one considers a dynamical system governed by linear elasticity the choice of Lagrangian coordinates leads to discuss boundary conditions, or boundary control (for example to stabilize), while the choice of Eulerian coordinates lead to a moving boundary and moving domain . This remark challenges us to consider the domain (or its boundary) as a control.

Keywords

control dynamical systems feedback optimization shape optimization stability stabilization system

Bibliographic information

  • DOI https://doi.org/10.1007/BFb0041906
  • Copyright Information Springer-Verlag 1988
  • Publisher Name Springer, Berlin, Heidelberg
  • eBook Packages Springer Book Archive
  • Print ISBN 978-3-540-18546-8
  • Online ISBN 978-3-540-48015-0
  • Series Print ISSN 0170-8643
  • Series Online ISSN 1610-7411
  • Buy this book on publisher's site