Desctruction of frame composite concrete slab that is off-center loaded

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Abstract

The authors simulate non-uniform stress distribution in multilayer building envelope. Its layers, made of different kinds of concrete, are tightly coupled with each other. Such constructions are of significant practical interest because their heat insulation properties may be much better than the corresponding properties of uniform slabs of the same thickness (though their toughness is still sufficient). The authors state the problem about the distribution of equivalent and maximal principal stresses in such a slab. In the framework of this problem loads and kinematic constraints imposed on the body of interest are typical for industrial and civil buildings. Numerical simulation is provided with the aid of ANSYS finite element software package. The paper discusses the reasons for non-physical behaviour demonstrated by the stress after mesh refinement and proposes the way to fix this problem. Then the authors use the approach described to find a critical load causing destruction of the slab.

About the authors

Alexey O. Syromyasov

National Research Mordovia State University

Author for correspondence.
Email: syal1@yandex.ru
ORCID iD: 0000-0001-6520-0204

Ph.D. in Phys. and Math., Associate Professor, Department of Applied Mathematics, Differential Equations and Theoretical Mechanics

Russian Federation, Saransk

Yurii A. Makarov

National Research Mordovia State University

Email: makarov.yira75@mail.ru
ORCID iD: 0000-0002-6242-4138

Ph.D. in Engineering, Associate Professor, Department of Applied Mathematics, Differential Equations and Theoretical Mechanics

Russian Federation, Saransk

Vladimir T. Erofeev

Moscow State University of Civil Engineering

Email: erofeevvt@bk.ru
ORCID iD: 0000-0001-8407-8144

D. Sci. in Engineering, academic of Russian Academy of Architecture and Construction Sciences, Professor, Department of Construction Materials Science

Russian Federation, Moscow

References

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Copyright (c) 2024 Syromyasov A.O., Makarov Y.A., Erofeev V.T.

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