COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY

Purpose. The main paper purpose is the development of the topology structural optimization scientific basis regarding to the complicated optimization problems of rolling stock and special railway equipment structures. Methodology. Mathematical programming and mathematical modeling are the creating t...

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Main Author: B. M. Tovt
Format: Article
Language:English
Published: Dnipro National University of Railway Transport named after Academician V. Lazaryan 2013-08-01
Series:Nauka ta progres transportu
Subjects:
FEM
Online Access:http://stp.diit.edu.ua/article/view/17969/16900
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spelling doaj-ce644e0a577d42ffb7a5628075aa00a92020-11-25T03:19:35Zeng Dnipro National University of Railway Transport named after Academician V. LazaryanNauka ta progres transportu2307-34892307-66662013-08-014757988COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAYB. M. Tovt0Dep. «Theoretical Mechanics», Dnipropetrovsk National University of Railway Transport named after Аcademician V. Lazaryan, Lazaryan St., 2, Dnipropetrovsk, Ukraine, 49010, tel. +38 (063) 739 13 17, e-mail tovt@ua.fm, UkrainePurpose. The main paper purpose is the development of the topology structural optimization scientific basis regarding to the complicated optimization problems of rolling stock and special railway equipment structures. Methodology. Mathematical programming and mathematical modeling are the creating tools for the topology structural optimization problem statement for the rolling stock and special railway equipment. Findings. The fundamental review and analysis of the topology structural optimization modern state is executed. The classical variation problem statement and FE-statement of the topology optimization problem are in the paper. The stress-constrained structure mass minimization problem statement is considered. The stress-constrained topology optimization problems have some difficulties, which are considered in the paper in detail. The strength condition by the fatigue strength safety factor criterion is transformed to the strength condition by the allowable stresses criterion. Originality. Scientific novelty is the development of the optimal design theory adapted to solving the rolling stock and special railway equipment structures problems. Practical value. Practical importance of the research is the adaptation of the existing topology structural optimization problem statements to the railway engineering industry problems.http://stp.diit.edu.ua/article/view/17969/16900topology optimizationFEMSIMP-methodstress constraintsfatigue strength
collection DOAJ
language English
format Article
sources DOAJ
author B. M. Tovt
spellingShingle B. M. Tovt
COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY
Nauka ta progres transportu
topology optimization
FEM
SIMP-method
stress constraints
fatigue strength
author_facet B. M. Tovt
author_sort B. M. Tovt
title COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY
title_short COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY
title_full COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY
title_fullStr COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY
title_full_unstemmed COMPLEX STRENGTH-CONSTRAINED TOPOLOGY STRUCTURAL OPTIMIZATION PROBLEM STATEMENT FOR ROLLING STOCK AND SPECIAL EQUIPMENT OF RAILWAY
title_sort complex strength-constrained topology structural optimization problem statement for rolling stock and special equipment of railway
publisher Dnipro National University of Railway Transport named after Academician V. Lazaryan
series Nauka ta progres transportu
issn 2307-3489
2307-6666
publishDate 2013-08-01
description Purpose. The main paper purpose is the development of the topology structural optimization scientific basis regarding to the complicated optimization problems of rolling stock and special railway equipment structures. Methodology. Mathematical programming and mathematical modeling are the creating tools for the topology structural optimization problem statement for the rolling stock and special railway equipment. Findings. The fundamental review and analysis of the topology structural optimization modern state is executed. The classical variation problem statement and FE-statement of the topology optimization problem are in the paper. The stress-constrained structure mass minimization problem statement is considered. The stress-constrained topology optimization problems have some difficulties, which are considered in the paper in detail. The strength condition by the fatigue strength safety factor criterion is transformed to the strength condition by the allowable stresses criterion. Originality. Scientific novelty is the development of the optimal design theory adapted to solving the rolling stock and special railway equipment structures problems. Practical value. Practical importance of the research is the adaptation of the existing topology structural optimization problem statements to the railway engineering industry problems.
topic topology optimization
FEM
SIMP-method
stress constraints
fatigue strength
url http://stp.diit.edu.ua/article/view/17969/16900
work_keys_str_mv AT bmtovt complexstrengthconstrainedtopologystructuraloptimizationproblemstatementforrollingstockandspecialequipmentofrailway
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