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Full Description
This volume contains the proceedings of the Second International Workshop on Optimal Design and Control, held in Arlington, Virginia, USA, in October 1997. The workshop was a gathering of engineers and mathematicians involved in research in control and optimization, with the emphasis placed on optimal design problems governed by partial differential inequalities. The issues presented have applications to aerodynamic design, fluid flows, materials processing, inverse design and feedback control.
Contents
Optimal disturbances in boundary layers, P. Anderson et al; MDO - a mathematical view point, E. Arian; optimization using surrogate objectives on a helicopter test example, a. Booker et al; observations in adaptive refinement strategies for optimal design, J. Borgaard, D. Pelletier; the simplex gradient and noisy optimization problems, D. Bortz, C.T. Kelley; adjoint-based methods in aerodynamic design optimization, E. Cliff et al; semi-automatic differentiation, T. Coleman et al; robust reduced-order controller of transitional boundary layers, L. Cortelezzi, J. Speyer; modern optimization methods for structural optimization under Flutter contraction, M. Fahl, E. Sachs; on shape optimization and related issues, R. Glowinski, J. He; using sensitivities for flow analysis, A. Godfrey; sensitivities in computational methods for optimal flow control, M. Gunzburger; fictitious domain approaches in shape optimization, J. Haslinger; process modelling and optimization - issues and challenges, J.-F. Hetu et al; automatic differentiation and Navier-Stokes computations, P. Hovland et al; numerical computation of sensitivities and the adjoint approach, R. Lewis; sensor/actuator placement via optimal distributed control of exterior Stokes, F.J. Loncaric; Fast bounds for outputs of partial differential equations, M. Paraschivolu et al; a comparison of local and global projections in design sensitivity computation, L. Stanley, D. Stewart; gradients, curvature, and visual tracking, A. Tannenbaum, A. Yezzi, Jr.; adjoint methods for inverse free convection problems application to solidification, N. Zabaras; shape differential equation with a non smooth field, J.-P. Zolesio.
