Consideration of the Torsional Stiffness in Hollow-Core Slabs’ Design

Author:

Azizov Talyat1,Derkowski Wit2,Jurkowska Nadzieja2

Affiliation:

1. Pavlo Tychyna Uman State Pedagogical University

2. Tadeusz Kosciuszko Cracow University of Technology

Abstract

The paper discusses the principles of precast concrete hollow-core slabs taking into account their spatial work. It is shown that consideration of spatial work makes it possible to determine the forces in individual floor slabs significantly more precise. The fact that strain redistribution between precast floor slabs depends on slabs’ bending and torsional stiffness is shown. The research has been mostly devoted to determination of the bending stiffness with regard to formation of cracks and the change in torsional stiffness, especially considering the presence of normal cracks, which is still unstudied. This paper presents the technique for determining the torsional stiffness of hollow-core slabs with normal cracks. In order to determine the components included in the resolving system of equations, it is proposed to use an approximation method based on the processing of numerical data using spatial finite elements.

Publisher

Trans Tech Publications, Ltd.

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics,General Materials Science

Reference24 articles.

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2. W. Derkowski, M. Surma, Complex stress state in prestressed hollow core slabs, Recent Advances in Civil Engineering: Building Structures, CUT Monography 478, 2015: 11-27.

3. W. Derkowski, M. Surma, Influence of concrete topping on the work of prestressed hollow core slabs on flexible supports, Proceedings of 4th International fib Congress 2014, FIB, Mombai, India, 2014: 339-341.

4. W. Derkowski, M. Surma, Torsion of precast hollow core slabs, Technical Transactions Civil Engineering 3-B/2015: 31-43.

5. M. Surma, W. Derkowski, A. Cholewicki, Analytical model for determining the influence of support flexibility on shear capacity of hollow core slabs, MATEC Web of Conferences, 262, 08005 (2019).

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