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J. Cea, K. Malanowski (1970)
An Example of a Max-Min Problem in Partial Differential EquationsSiam Journal on Control, 8
K. A. Lurie (1975)
Optimal Control in Problems of Mathematical Physics
K. Lurie, A. Cherkaev, A. Fedorov (1982)
Regularization of optimal design problems for bars and plates, part 1Journal of Optimization Theory and Applications, 37
S. G. Lekhnitzkii (1957)
Anisotropic Plates
L. Tartar (1975)
Problemes de Controle des Coefficients Dans des Equations aux Derivees Partielles
For the problems of optimal design considered in Ref. 1, contradictions arising in the necessary conditions of optimality are eliminated by suitable extension of the initially given class of admissible materials. The extended class includes composites of some special (layered) microstructure. Elastic properties of such composites are described, and alternative (regularized) formulations of the optimal design problems are given. Necessary conditions of Weierstrass are shown to be satisfied, both for the case in which the strip of variations is small compared with the width of the layers and for the opposite case. Numerical results are given for the regularized problem of a bar of extremal torsional rigidity.
Journal of Optimization Theory and Applications – Springer Journals
Published: Dec 18, 2004
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