Algorithm for Solving Systems with Band Matrices in the Problems of Predicting the Service Life of Welded Structures

New efficient algorithmic and software tools for solving systems of linear algebraic equations of super large orders with an assessment of the reliability of the results obtained have been developed. The application of the developed algorithms is aimed at numerical prediction of the bearing capacity, residual life and serviceability of critical welded structures, in particular, main pipelines and pressure vessels with identified operational defects. The use of specialized computational methods not only improves the accuracy of residual life estimation, but also optimizes the processes of technical diagnostics and life extension of critical engineering facilities

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Publication Details

Journal
Mathematical and computer modelling Series Physical and mathematical sciences
Published
2024-12-26
DOI
https://doi.org/10.32626/2308-5878.2024-26.62-72
Primary Topic
Material Properties and Failure Mechanisms
Type
article
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article

Algorithm for Solving Systems with Band Matrices in the Problems of Predicting the Service Life of Welded Structures

V. A. Sidoruk, Kateryna Heseleva, Anton Pavliuk, Serhiy OPTASIUK
Mathematical and computer modelling Series Physical and mathematical sciences
Material Properties and Failure Mechanisms
article

Algorithm for Solving Systems with Band Matrices in the Problems of Predicting the Service Life of Welded Structures

V. A. Sidoruk, Kateryna Heseleva, Anton Pavliuk, Serhiy OPTASIUK
article en

Abstract

New efficient algorithmic and software tools for solving systems of linear algebraic equations of super large orders with an assessment of the reliability of the results obtained have been developed. The application of the developed algorithms is aimed at numerical prediction of the bearing capacity, residual life and serviceability of critical welded structures, in particular, main pipelines and pressure vessels with identified operational defects. The use of specialized computational methods not only improves the accuracy of residual life estimation, but also optimizes the processes of technical diagnostics and life extension of critical engineering facilities

Mathematical and computer modelling Series Physical and mathematical sciencesVol. 26
Kamianets-Podіlskyi Ivan Ohiienko National University (UA), V.M. Glushkov Institute of Cybernetics (UA)
Openalex Percentile: Top 83%
Material Properties and Failure Mechanisms
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