Preview

Vestnik MGSU

Advanced search

Numerical modelling of concrete hollow-core slabs on steel beams

https://doi.org/10.22227/1997-0935.2025.7.1072-1082

Abstract

Introduction. In modern multi-story buildings constructed from various materials, steel frames are increasingly used, which provide flexibility in planning solutions and reduce construction time. Various types of floors, such as reinforced concrete slabs and precast hollow-core slabs, allow faster installation and increase structural strength, and ensure the transfer of horizontal loads. For optimal design of floors made of precast slabs, especially those supported by the bottom flange of steel beams, it is necessary to use numerical modelling using the finite element method to accurately account for the specific features of the structure and improve its efficiency.

Materials and methods. When forming the finite element model, rod elements for columns and beams, as well as finite shell elements for floor slabs, were used, which allows for accurate modelling of their rigidity and behavior under loads. Several approaches were considered to take into account the specific features of precast concrete slabs: the use of rigid rods and contour triangulation, as well as the creation of hinges with joint expansion to model connections and joint operation of elements. The calculations used numerical parameters of rigidity and fixation, and also took into account the features of support and eccentricities, which increases the accuracy of modelling and allows for the evaluation of forces and deflections in the structure.

Results. The maximum vertical displacements of beams for both considered variants of numerical modelling are determined. Bending moments in beams are obtained and a comparison of the obtained values for numerical and theoretical calculations is performed.

Conclusions. Numerical analysis has shown that modelling precast concrete slabs using contour triangulation (without using rigid rods) more accurately reflects the nature of the operation of the floor structure. The forces in the beams obtained with this modelling method are greater than when using rigid rods in the model.

About the Author

M. P. Berger
Moscow State University of Civil Engineering (National Research University) (MGSU)
Russian Federation

Maria P. Berger — Candidate of Technical Sciences, Associate Professor of the Department of Metal and Wooden Structures

26 Yaroslavskoe shosse, Moscow, 129337

RSCI AuthorID: 927136, Scopus: 57192100982, ResearcherID: AAG-2520-2022



References

1. Lawson R.M., Ogden R.J., Rackham J.W. Steel in multi-storey residential buildings. Steel Construction Institute, 2004; 68.

2. Tusnin A.R., Varaksin P.A. Standard steel frame of a 5-story building. Industrial and Civil Engineering. 2018; 10:45-49. EDN SKGHNZ. (rus.).

3. Karasev D.O., Shipilova N.A., Arutunyan M.S. Low-rise construction. Types of structural materials for construction of buildings. Naukovedenie. 2016; 8(3):(34):121. EDN WIRKDJ. (rus.).

4. Sazonova T.V., Kazakov D.S. Low-rise construction. Problems and solutions. Bulletin of UGUES. Science. Education. Economics. Series: Economics. 2014; 1(7):194-198. EDN SJNAPJ. (rus.).

5. Pavlov A.B., Airumyan E.L., Kamynin S.V., Kamenshikov N.I. Fast erection of low-rise residential buildings making use of light-weight steel thin-walled structures. Industrial and Civil Engineering. 2006; 9:51-53. EDN HVAZXX. (rus.).

6. Tusnin A.R. Floors of multi-storey buildings with steel frames. Industrial and Civil Engineering. 2015; 8:10-14. EDN SGGTOM. (rus.).

7. Tusnin A.R. Lightweight slabs of multistory buildings with a steel frame. Industrial and Civil Engineering. 2016; 10:99-103. EDN WWMTNV. (rus.).

8. Civil Building Structures / edited by Tupoleva M.S. Moscow, Architecture-S, 2007; 240. EDN OWONHR. (rus.).

9. Solovyov A.K., Tusnina V.M. Architecture of Buildings : textbook. Moscow, Academy, 2014; 334. (rus.).

10. Trofimov D.S., Sukhodolov M.V. Numerical Model Study of Monolithic Floor on Steel Beams in Ansys. Young Scientist. 2022; 21(416):70-73. EDN TRYJMQ. (rus.).

11. Pari M., Van de Graaf A.V., Hendriks M.A.N., Rots J.G. A multi-surface interface model for sequentially linear methods to analyse masonry structures. Engineering Structures. 2021; 238:112123. DOI: 10.1016/j.engstruct.2021.112123

12. Tusnin A.R., Kolyago A.A. The construction and operation of the composite beams using the prefabricated reinforced concrete slab hollow core. Modern Science and Innovations. 2016; 3(15):141-147. EDN YPKUYB. (rus.).

13. Konin D.V. Stress and shear of steel reinforced floors with prefabricated units and steel beams. Journal of Construction and Architecture. 2023; 25(4):98-115. DOI: 10.31675/1607-1859-2023-25-4-98-115. EDN RFDPNF. (rus.).

14. Way A.G.J., Cosgrove T.C., Brettle M.E. Precast concrete floors in steel framed buildings. Steel Construction Institute, 2007; 101.

15. Lam D. Designing composite beams with precast hollowcore slabs to Eurocode 4. Advanced Steel Construction. 2007; 3(2):594-606. DOI: 10.18057/IJASC.2007.3.2.5

16. Alqawzai S., Chen K., Shen L., Ding M., Yang B., Elchalakani M. Load-Bearing Capacity of Steel Beams with Precast Concrete Slabs: Numerical and Experimental Study. Journal of Constructional Steel Research. 2020; 170:106115. DOI: 10.1016/j.jcsr.2020.106115


Review

For citations:


Berger M.P. Numerical modelling of concrete hollow-core slabs on steel beams. Vestnik MGSU. 2025;20(7). (In Russ.) https://doi.org/10.22227/1997-0935.2025.7.1072-1082

Views: 13


Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.


ISSN 1997-0935 (Print)
ISSN 2304-6600 (Online)