By Niels Olhoff, Erik Lund (auth.), José Herskovits (eds.)
Advances in Structural Optimization provides the strategies for a large set of purposes, starting from the issues of measurement and form optimization (historically the 1st to be studied) to topology and fabric optimization. Structural versions are thought of that use either discrete and finite components. Structural fabrics will be classical or new. rising equipment also are addressed, similar to automated differentiation, clever buildings optimization, integration of structural optimization in concurrent engineering environments, and multidisciplinary optimization.
For researchers and architects in industries corresponding to aerospace, automobile, mechanical, civil, nuclear, naval and offshore. A reference booklet for complex undergraduate or graduate classes on structural optimization and optimal layout.
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Extra info for Advances in Structural Optimization
As was already indicated in Fig. 2, the disk has been assigned 20 shape design variables which control the 34 shape of the structural domain, and the geometry may be perturbed for each of these variables in order to display stress design sensitivities with color contour plots. For the two particular design variables indicated in Fig. 9, corresponding stress design sensitivity fields are shown in Figs. II and 12. Each stress design sensitivity field is associated with translation of the master node in the direction indicated by the arrow.
Ding, Y. (1986): Shape Optimization of Stmctures: a Literature Survey. Computers and Structures, Vol. 6, pp. 985-1004. ; Olhoff, N. -Wissenschaftsverlag, Mannheim. A. (1986): Numerical and Experimental Investigations of Stmctural Optimization of Engineering Designs. Siegen: Bonn+Fries, Druckerei und Verlag. ; Olhoff, N. ): Engineering Optimization in Design Processes, SpringerVerlag, Berlin. ; Thierauf, G. ): Discretization Methods and Structural Optimization - Procedures and Applications, Springer-Verlag.
Olhoff, N. ): Engineering Optimization in Design Processes, SpringerVerlag, Berlin. ; Thierauf, G. ): Discretization Methods and Structural Optimization - Procedures and Applications, Springer-Verlag. Berlin. D. D. Thesis, Dept. Aeronautical Structures and Materials. The Royal Institute of Technology. Stockholm. Report 83-1. D. (1984): Minimum Weight Design of Membrane Structures Using Eight Node Isoparametric Elements and Numerical Derivatives. Computers and Structures, Vol. 19. 4, pp. 591-604.
Advances in Structural Optimization by Niels Olhoff, Erik Lund (auth.), José Herskovits (eds.)