Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach
碩士 === 大同工學院 === 機械工程學系 === 85 === ABSTRACT In this study, a new approach is developed for multi-model domain system in structural design. This approach will provide designers with multiple choices of the optimum structural to...
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ndltd-TW-085TTIT04890012016-07-01T04:16:04Z http://ndltd.ncl.edu.tw/handle/32745160194844959620 Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach 二次元靜態連續體結構之最佳化:遺傳基因理論之應用 Huang, Yung-Chin 黃永欽 碩士 大同工學院 機械工程學系 85 ABSTRACT In this study, a new approach is developed for multi-model domain system in structural design. This approach will provide designers with multiple choices of the optimum structural topology. It is very different from the detail design, we do not have to guess the optimal shape of the structure in advance. We just need to specify a feasible region within which the component has to fit, the support locations, and the applied loads in the beginning of the program. The topology generation can thus be automated as part of the design optimization process. This system combines with niche-based genetic algorithms, adaptive resonance theory and finite element method to optimize two-dimensional continuous structure with static loads. The aim of this study is to find the optimal shape of 2-D structure with the minimum weight and best distribution of stress. Genetic algorithms are used to be the main searching method in this study. The binary one-dimensional arrays are used to represent the structural configurations and they are utilized as the chromosomes in genetic algorithms. The structures are grouped into discontinuous, overload and non-overload structures and their fitness are evaluated with different fitness functions. We degenerate the infeasible solution, discontinuous, overload structures, by lower their fitness. In order to overcome the drawback falling into a local optimum by simple genetic algorithm ( SGA ), we propose three nechie-based GA models, ART-based SGA, crowding and sharing. Each model will be tested with different loading conditions and result are quite reasonable. We can understand the niche-based GAs is helpful to find different types of structural shapes and it is more efficient than traditional SGA. Wu Chun-Yin 吳俊瑩 1997 學位論文 ; thesis 89 zh-TW |
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碩士 === 大同工學院 === 機械工程學系 === 85 === ABSTRACT
In this study, a new approach is developed for multi-model
domain system in structural design. This approach will
provide designers with multiple choices of the optimum
structural topology. It is very different from the detail
design, we do not have to guess the optimal shape of the
structure in advance. We just need to specify a feasible
region within which the component has to fit, the support
locations, and the applied loads in the beginning of the
program. The topology generation can thus be automated as
part of the design optimization process.
This system combines with niche-based genetic algorithms,
adaptive resonance theory and finite element method to
optimize two-dimensional continuous structure with static
loads. The aim of this study is to find the optimal shape of
2-D structure with the minimum weight and best distribution of
stress. Genetic algorithms
are used to be the main searching method in this study. The
binary one-dimensional arrays are used to represent the
structural configurations and they are utilized as the
chromosomes in genetic algorithms. The structures are
grouped into discontinuous, overload and non-overload structures
and their fitness are evaluated with different fitness
functions. We degenerate the infeasible solution,
discontinuous, overload structures, by lower their fitness. In
order to overcome the drawback falling into a local optimum
by simple genetic algorithm ( SGA ), we propose three
nechie-based GA models, ART-based SGA, crowding and sharing.
Each model will be tested with different loading conditions and
result are quite reasonable. We can understand the
niche-based GAs is helpful to find different types of
structural shapes and it is more efficient than traditional SGA.
|
author2 |
Wu Chun-Yin |
author_facet |
Wu Chun-Yin Huang, Yung-Chin 黃永欽 |
author |
Huang, Yung-Chin 黃永欽 |
spellingShingle |
Huang, Yung-Chin 黃永欽 Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach |
author_sort |
Huang, Yung-Chin |
title |
Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach |
title_short |
Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach |
title_full |
Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach |
title_fullStr |
Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach |
title_full_unstemmed |
Topological Optimization of Two Dimensional Structure Subjected Static Loads:Application of Genetic Approach |
title_sort |
topological optimization of two dimensional structure subjected static loads:application of genetic approach |
publishDate |
1997 |
url |
http://ndltd.ncl.edu.tw/handle/32745160194844959620 |
work_keys_str_mv |
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