Support vector machines in reliability calculations of engineering structures

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Titel: Support vector machines in reliability calculations of engineering structures
Autoren: Sadílková Šomodíková, Martina, Lehký, David
Quelle: Engineering Materials, Structures, Systems and Methods for a More Sustainable Future ISBN: 9781003677895
Engineering Materials, Structures, Systems and Methods for a More Sustainable Future ISBN: 9781003488644
Verlagsinformationen: Informa UK Limited, 2025.
Publikationsjahr: 2025
Schlagwörter: Support vector machines, failure probability, reliability index, reliability analysis, surrogate model
Beschreibung: In the paper, a metamodeling approach based on support vector regression is studied as a promising tool in the assessment of reliability level. The method consists of two steps: firstly, an approximation of the original limit state function is performed, and in the second step a failure probability or reliability index is calculated with a simpler, approximated function using traditional simulation techniques. Two problems with explicit limit state functions are used to study the effectivity of the method. In order to be as effective as possible with respect to computational effort, a stratified Latin Hypercube Sampling simulation method is utilized to properly select training set elements. The accuracy of the method is analyzed and compared with other surrogate modeling methods, namely the polynomial- and artificial neural network-based response surface method, achieving comparable results.
2026-08-07
Publikationsart: Part of book or chapter of book
Conference object
Dateibeschreibung: text; application/pdf
Sprache: English
DOI: 10.1201/9781003677895-187
DOI: 10.1201/9781003488644-187
Zugangs-URL: https://hdl.handle.net/11012/255574
Dokumentencode: edsair.doi.dedup.....109fcfa905d47c2b336a6f687b151366
Datenbank: OpenAIRE
Beschreibung
Abstract:In the paper, a metamodeling approach based on support vector regression is studied as a promising tool in the assessment of reliability level. The method consists of two steps: firstly, an approximation of the original limit state function is performed, and in the second step a failure probability or reliability index is calculated with a simpler, approximated function using traditional simulation techniques. Two problems with explicit limit state functions are used to study the effectivity of the method. In order to be as effective as possible with respect to computational effort, a stratified Latin Hypercube Sampling simulation method is utilized to properly select training set elements. The accuracy of the method is analyzed and compared with other surrogate modeling methods, namely the polynomial- and artificial neural network-based response surface method, achieving comparable results.<br />2026-08-07
DOI:10.1201/9781003677895-187