A new topology optimization scheme, called the element stacking method, is
developed to better handle design optimization involving material-dependent
boundary conditions and selection of elements of different types. If these problems
are solved by existing standard approaches, complicated finite element models or
topology optimization reformulation may be necessary. The key idea of the proposed
method is to stack multiple elements on the same discretization pixel and select a
single or no element. In this method, stacked elements on the same pixel have the
same coordinates but may have independent degrees of freedom. Some test
problems are considered to check the effectiveness of the proposed stacking
method
Keywords
element stacking, topology optimization, material-dependent
boundary conditions
Multiscale Design Center and
Integrated Design & Analysis of Structures Laboratory
School of Mechanical and Aerospace Engineering
Seoul National University
Kwanak-Gu San 56-1, Seoul 151-742
Korea