Interpreting three-dimensional structural topology optimization results

doi:10.1016/j.compstruc.2004.09.005

2005-01-01

PRE

Ming‐Hsiu Hsu

Yeh‐Liang Hsu *

DOI：10.1016/j.compstruc.2004.09.005

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摘要

En 中文

Topology optimization result is usually a gray level image in discrete finite elements, which is hard to interpret from a design point of view. It is especially difficult to interpret three-dimensional topology optimization result. Although there are many techniques for interpreting topology optimization results, most of them only deal with two-dimensional problems, and some of the interpreting techniques must be performed manually. This paper presents an automated process for interpreting three-dimensional topology optimization result into a smooth CAD representation. A tuning process is employed before the interpretation process to improve the quality of the topology optimization result. In the tuning process, a continuity analysis is first used to transform the porous topology formed by the elements with intermediate densities in the topology optimization result into clear 0-1 elements. Next, trivial solids and trivial voids, which are useless in mechanics but will complicate the implementation of the interpretation process, are filtered out. After the tuning process, the three-dimensional structure is divided into representative cross-sections. On each cross-section, a density redistribution algorithm transfers the black-and-white finite element topology optimization result into a smooth density contour represented by B-spline curves on each cross-section. A three-dimensional CAD model is obtained by sweeping through these cross-sections. (C) 2004 Elsevier Ltd. All rights reserved.

Keyword:

topology optimization

three-dimensional structures

density distribution method

density contour

topology interpretation