4.6 Article

Optimization of Steel Roof Framing Taking into Account the Random Nature of Design Parameters

Journal

MATERIALS
Volume 15, Issue 14, Pages -

Publisher

MDPI
DOI: 10.3390/ma15145017

Keywords

steel roof framing; stability; reliability; deterministic optimization; robust optimization

Funding

  1. program of the Minister of Science and Higher Education under the name Regional Initiative of Excellence in the years 2019-2022 [025/RID/2018/19]

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This paper focuses on the optimization of steel roof framing in commercial pavilions as load-bearing structures. The authors emphasize the importance of considering the uncertainty in design parameters during optimization. The study includes static-strength analysis using geometrically nonlinear relationships and calculation of implicit limit function values using Abaqus software. Reliability analysis and robust optimization are conducted using Numpress Explore software, which interacts with Abaqus software.
The main subject of this paper is an optimization of steel roof framing used as a load-bearing structure in commercial pavilions. The authors wanted to draw attention to the necessity to take into account the uncertainty in the description of design parameters during optimization. In the first step, using geometrically nonlinear relationships, a static-strength analysis is performed. The decisive form of loss of stability in this steel roof framing is the jump of the node (snap-through), and not the buckling of the most stressed structure bars. Therefore, when creating the limit function, it was decided to make a condition limiting the permissible displacement. Values of the implicit limit function were calculated with Abaqus software based on the finite element method. Reliability analysis, and robust and deterministic optimization were performed using Numpress Explore software. Numpress Explore software communicates with the Abaqus software to perform analysis. The task ended with the generation of information that contained the failure probability, reliability index and the values of optimized areas of the bars' cross-sections. The end result of the optimization is not a cost analysis, but an assessment of the safety of the structure.

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