Globally optimal benchmark solutions to some small-scale discretized continuum topology optimization problems
Mats Werme
Optimization and Systems Theory, Royal Institute of
Technology (KTH), Stockholm, Sweden
ABSTRACT:
In this note, globally optimal solutions to three sets of small-scale
discretized continuum topology optimization problems are
presented. All the problems were discretized by the use of nine-node
isoparametric finite elements. The idea is that these solutions can be
used as benchmark problems when testing new algorithms for finding
pure 0-1 solutions to topology optimization problems
defined on discretized ground structures.