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On the coefficient of linear thermal expansion of wet masonry at freezing temperatures

https://doi.org/10.37538/2224-9494-2024-3(42)-139-147

EDN: NKFBOC

Abstract

Introduction. Stone masonry is a structurally heterogeneous (composite) material; therefore, a number of its physical and mechanical characteristics are orthotropic, including the coefficient of linear thermal expansion. The article analyses the coefficient of linear thermal expansion of stone masonry under the conditions of its operation in different temperature and climatic conditions, including different humidity.

Aim. To obtain the dependence of the coefficient of linear thermal expansion on masonry humidity at freezing temperatures by comparing the results of studies of wet masonry samples.

Materials and methods. The study is based on the data of M.A. Mury published in his work "Temperature deformations of wet brickwork" and some of his previously unpublished data. Regression analysis was used to perform the research.

Results. There were obtained graphical and mathematical dependences of the coefficient of thermal expansion of masonry in the form of piecewise linear functions at freezing temperatures, with account of material humidity.

Conclusions. The presented dependences can be used in calculations of the stress-strain state of masonry structures with the use of modern program complexes. Published data on the coefficient of linear thermal expansion of masonry show a wide range of their values, which indicates fragmentary research based on the use of ceramic stones from a single manufacturer. Therefore, large-scale research with systematization of the results with a logically justified maximum number of varying parameters of masonry should be carried out, with subsequent amendments to the norms of design and construction of masonry structures based on the results of the research.

About the Authors

V. A. Titaev
Research Institute of Concrete and Reinforced Concrete named after A.A. Gvozdev, JSC Research Center of Construction; Moscow State University of Civil Engineering (National Research University)
Russian Federation

Vitaly A. Titaev, Cand. Sci. (Engineering), Associate Professor, Leading Researcher, Laboratory of the Thin-Walled and Spatial Structures; Associate Professor, Department of Reinforced Concrete and Stone Structures

2nd Institutskaya str., 6, bld. 5, Moscow, 109428, Russian Federation; Yaroslavskoye Shosse, 26, Moscow, 129337,
Russian Federation

e-mail: titaev@bk.ru
tel.: +7 (499) 174-74-92



I. A. Cherny
Research Institute of Concrete and Reinforced Concrete named after A.A. Gvozdev, JSC Research Center of Construction; Moscow State University of Civil Engineering (National Research University)
Russian Federation

Ivan A. Cherny, Engineer of the Laboratory for Thin-Walled and Spatial Structures; Master’s student of the Institute of Industrial and Civil Engineering

2nd Institutskaya str., 6, bld. 5, Moscow, 109428, Russian Federation; Yaroslavskoye Shosse, 26, Moscow, 129337,
Russian Federation

e-mail: kron_975@mail.ru
tel.: +7 (499) 174-74-00



B. S. Sokolov
Research Institute of Concrete and Reinforced Concrete named after A.A. Gvozdev, JSC Research Center of Construction
Russian Federation

Boris S. Sokolov, Cand. Sci. (Engineering), Head of the Laboratory for Thin-Walled and Spatial Structures

2nd Institutskaya str., 6, bld. 5, Moscow, 109428, Russian Federation

e-mail: moo-shell@mail.ru
tel.: +7 (499) 174-74-80



D. V. Titaev
National Research Nuclear University MEPhI (Moscow Engineering Physics Institute)
Russian Federation

Denis V. Titaev, Postgraduate student

Kashirskoye Shosse, 31, Moscow, 115409, Russian Federation

e-mail: titaev-d@bk.ru
tel.: +7 (499) 324-77-77



References

1. SP 15.13330.2020. Masonry and reinforced masonry structures. Moscow: Ministry of Construction, Housing and Utilities of the Russian Federation; 2020. (In Russian).

2. SP 327.1325800.2017. Exterior masonry walls with brick veneer. Rules of design, operation and repair. Moscow: Ministry of Construction, Housing and Utilities of the Russian Federation; 2020. (In Russian).

3. EN 1996-1-1: (Eurocodes). Design of masonry structures. General rules for reinforced and unreinforced masonry structures. Brussels; 2005.

4. <i>Zimin S.S.</i> Stress-strain state of the front layer of multilayer stone walls under climatic temperature influences [dissertation]. Saint Petersburg; 2020. (In Russian).

5. <i>Ishchuk M.K.</i> Analysis of the stress-strain state of the masonry of the front layer of external walls. Zhilishchnoe Stroitel'stvo = Housing Construction. 2008;(4):23–28. (In Russian).

6. <i>Mury M.A.</i> Temperature deformations of wet brickwork. Vestnik Tomskogo gosudarstvennogo arkhitekturnostroitel'nogo universiteta = Journal of Construction and Architecture. 2008;(1):79–85. (In Russian).

7. <i>Gorchakov G.I.</i> Thermal expansion coefficients and temperature deformations of building materials. Moscow: Publishing House of the Committee of Standards, Measures and Measuring Instruments under the USSR Council of Ministers; 1968. (In Russian).

8. <i>Kozhevnikov I.G., Novitsky L.A.</i> Thermophysical properties of materials at low temperatures. Handbook. 2nd ed. Moscow: Mashinostroenie Publ.; 1982. (In Russian).

9. <i>Mazur B.M.</i> Temperature deformation of concrete at low negative temperatures and their influence on the durability of reinforced concrete [dissertation]. Moscow; 1964. (In Russian).

10. SP 52-105-2009. Concrete structures for cold climate and permafrost soil. Moscow: FSUE Research Center of Construction; 2009. (In Russian).


Review

For citations:


Titaev V.A., Cherny I.A., Sokolov B.S., Titaev D.V. On the coefficient of linear thermal expansion of wet masonry at freezing temperatures. Bulletin of Science and Research Center of Construction. 2024;42(3):139-147. (In Russ.) https://doi.org/10.37538/2224-9494-2024-3(42)-139-147. EDN: NKFBOC

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ISSN 2224-9494 (Print)
ISSN 2782-3938 (Online)