Publication detail
Multilevel Optimization of Complex Composite Structures with Variable Stiffness, Part I: Description of the Optimization Algorithm
SYMONOV, V.
English title
Multilevel Optimization of Complex Composite Structures with Variable Stiffness, Part I: Description of the Optimization Algorithm
Type
journal article in Web of Science
Language
en
Original abstract
A multilevel hybrid optimization algorithm is proposed for the weight minimization of complex composite structures with variable stiffness. The key improvements of the algorithm in comparison with the previous ones are the simplification of laminate definition at the upper level using only three parameters, an original guide-based genetic algorithm, a one-dimensional search algorithm based on the "Golden section" method and adopted to integer variable, a parallel optimization, and a simplified upper-to-lower-level coordination procedure.
English abstract
A multilevel hybrid optimization algorithm is proposed for the weight minimization of complex composite structures with variable stiffness. The key improvements of the algorithm in comparison with the previous ones are the simplification of laminate definition at the upper level using only three parameters, an original guide-based genetic algorithm, a one-dimensional search algorithm based on the "Golden section" method and adopted to integer variable, a parallel optimization, and a simplified upper-to-lower-level coordination procedure.
Keywords in English
two-level optimization algorithm; composite structure; finite-element analysis; genetic algorithm
Released
14.03.2023
Publisher
Springer
ISSN
0191-5665
Volume
59
Number
1
Pages from–to
65–76
Pages count
12
BIBTEX
@article{BUT183239,
author="Volodymyr {Symonov},
title="Multilevel Optimization of Complex Composite Structures with Variable Stiffness, Part I: Description of the Optimization Algorithm",
year="2023",
volume="59",
number="1",
month="March",
pages="65--76",
publisher="Springer",
issn="0191-5665"
}