An Efficient MP Algorithm For Structural Shape Optimization Problems
Author(s)
F. Navarrina, R. Tarrech, I. Colominas, G. Mosqueira, J. Gómez-Calviño & M. Casteleiro
Abstract
An efficient MP algorithm for structural shape
optimization problems
F. Navarrina^, R. Tarrech', I. Colominas', G. Mosqueira',
^
J. Gomez-Calvino & M. Casteleiro
^Dept. Applied Math., Universidad de La Coruna
^Dept. Mech. Engrg., Northwestern University
Abstract
Integral methods —such as the Finite Element Method (FEM) and the
Boundary Element Method (BEM)— are frequently used in structural opti-
mization problems to solve systems of partial differential equations. There-
fore, one must take into account the large computational requirements of
these sophisticated techniques at the time of choosing a suitable Mathemat-
ical Programming (MP) algorithm for this kind of problems. Among the
currently available MP algorithms, Sequential Linear Programming (SLP)
seems to be one of the most adequate to structural optimization. Basically,
SLP consist in constructing succesive linear approximations to the original
non linear optimization
Keywords
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