magistrsko delo
Abstract
V magistrski nalogi so predstavljeni razvoj in rezultati večkriterijske topološke optimizacije za pridobitev novih 2D avksetičnih struktur. Z zunanjo silo obremenjena avksetična struktura je bila obravnavana kot fleksibilni mehanizem. Za iskanje optimalne topologije 2D avksetične strukture je bila uporabljena večkriterijska topološka optimizacija, ki temelji na genetskem algoritmu in metodi končnih elementov. Z omejitvijo na avksetične strukture z dvojno simetrijo osnovne celice je bila domena optimizacije zmanjšana na četrtino osnovne celice. Mehanski odziv topologij je bil določen z linearno elastičnimi simulacijami. Končni rezultat večkriterijske optimizacije je množica rešitev, kjer najboljše rešitve v skupini določa Pareto fronta. Pareto fronta predstavlja množico najboljših rešitev, ki dajejo oblikovne smernice za nadaljnji razvoj oz. dodelavo avksetičnih struktur.
Keywords
avksetični materiali;večkriterijska topološka optimizacija;metoda končnih elementov;Pareto fronta;magistrske naloge;
Data
Language: |
Slovenian |
Year of publishing: |
2022 |
Typology: |
2.09 - Master's Thesis |
Organization: |
UM FS - Faculty of Mechanical Engineering |
Publisher: |
[S. Murko] |
UDC: |
519.6:539.216(043.2) |
COBISS: |
140333571
|
Views: |
200 |
Downloads: |
41 |
Average score: |
0 (0 votes) |
Metadata: |
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Other data
Secondary language: |
English |
Secondary title: |
Development of New 2D Auxetic Structures using Multiobjective Topology Optimization |
Secondary abstract: |
The master's thesis presents the development and results of multiobjective topology optimization for the acquisition of new 2D auxetic structures. Auxetic structure loaded with external force was considered as a compliant (flexible) mechanism. Multiobjective topology optimization, based on genetic algorithm and the finite element method, was used to find the optimal topology of the 2D auxetic structure. The optimization domain was reduced to a quarter of the double-symmetric representative unit cell, which is a building block of the periodical auxetic structure. The mechanical response of the topologies was determined by linear-elastic simulations. The result of the muliobjective optimization is a set of solutions, where the best solutions are defined by the Pareto front. Pareto front represents a set of the best solutions that provide design guidelines for further development of auxetic structures. |
Secondary keywords: |
auxetic structures;multiobjective topology optimization;finite element method;NSGAII;Pareto front; |
Type (COBISS): |
Master's thesis/paper |
Thesis comment: |
Univ. v Mariboru, Fak. za strojništvo, Konstrukterstvo |
Pages: |
1 spletni vir (1 datoteka PDF (X, 54 f.)) |
ID: |
15394605 |