EXPERIMENTAL JUSTIFICATION OF THE PARAMETERS OF THE SOIL FOUNDATION MODEL OF LARGE-SIZE SLAB FOUNDATIONS OF MULTI-STORY BUILDINGS

Authors

  • O. Krotov Харківський національний університет міського господарства імені О.М. Бекетова
  • O. Havryliuk Харківський національний університет міського господарства ім. О. М. Бекетова

DOI:

https://doi.org/10.33042/2522-1809-2024-6-187-151-157

Keywords:

soil base, slab foundation, modeling, field observations, subsidence

Abstract

In practice, the model of a linearly deformed layer of finite distribution capacity is the most widespread. The possibility of using this model for slab foundations should be confirmed by calculations with a scientific and technical justification of the accepted soil base model and its parameters.
Based on observations of subsidence during the construction of a 16-story building on a slab foundation, the use of a model of the soil base in the form of a linearly deformed layer of finite distribution capacity and its parameters is demonstrated. A comparison of the measured and calculated values of the base deformation was made.
The object of the study is the ground base and foundation of a 16-story residential building with an underground floor and a parking lot.
During the construction, the subsidence of the building was monitored by the method of high-precision leveling of the II class.
With the help of the SOFiSTiK software complex, modeling and calculation of the "foundation - foundation - building" system was performed. The soil base model is adopted as a linearly deformed layer of finite distributive capacity.
The strength of the layer was limited by the size of the compressible layer. For the soil massif, the boundary conditions in the plan were adopted so that the influence of elm restrictions was minimal. The width of the model was initially set so that the distribution of compressive stresses along the depth was at an angle of distribution α=45º to the vertical from the edges of the loaded foundation. During further modeling, the distribution angle α was changed to 25º.
The numerical calculation was performed using the finite element method, which is based on the solution of the theory of elasticity using the SOFiSTiK software calculation complex for the first and second groups of limit states.
The possibility of applying the model of the soil base in the form of a linearly deformed layer of finite width for predicting the deformations of the building on a large-sized slab foundation based.
It was established that the nature of the development of deformations determined by the calculation for the angles of distribution α=45º and α=25º is proportional to the nature of the development of subsidence determined during field observations.
It has been demonstrated that the angle of distribution α=25º is optimal for modeling the soil massif of the foundation, ensuring the reliability of moment stress values.

Author Biographies

O. Krotov, Харківський національний університет міського господарства імені О.М. Бекетова

кандидат технічних наук, доцент кафедри геотехніки, підземних споруд та гідротехнічного будівництва

O. Havryliuk, Харківський національний університет міського господарства ім. О. М. Бекетова

аспірант, старший викладач кафедри геотехніки, підземних споруд та гідротехнічного будівництва

References

Shutenko, L. M., Rud, O. G., Kichaeva, O. V., Samorodov, O. V., & Havryliuk O. V. (2017). Basic Mechanics, Basics and Foundations. Kharkiv: Kharkiv National University in the name of O. M. Beketova , 563.

Samorodov О.V., Tabachnikov S.V., Yesakova S.V., & Krotov O.V. (2023). Field studies of slab foundations’ settlements for two-section multi-storey building on weak water-saturated soils, Ukrainian magazine of everyday life and architecture, 3 (015) http://srd.pgasa.dp.ua:8080/xmlui/handle/123456789/10737

Luchkovsky I. I. Mutual structures with the basis (2000). Kharkiv: Kharkiv State Academy of the Moscow Empire, 3, 264.

Ter-Martirosyan Z. G. (2009). Ground Mechanics. Kyiv: ABC, 309.

Zinov'ev A. V. (1979). Determination of the deformation of a base of finite thickness under an annular foundation. Soil Mechanics and Foundation Engineering, 16, 152-155. https://doi.org/10.1007/BF01710458

Samorodov A. V. (2017). Design of efficient combined pile and slab foundations of multi-storey buildings. Kharkiv: Tipografiya Madrid, 204.

Aleksandrovich V. A., Samorodov O. V., Tabachnikov S. V., Havryliuk O. V. (2023). Effects of boundary conditions on the distribution capability and stress-strain performance of the soil base model in the form of a linearly deformable layer of finite width. Science and Awakening, 36(2), 12-18. https://doi.org/10.33644/2313-6679-2-2023-2

Aleksandrovich V. A., Havryliuk O. V. (2024). Numerical studies of the distribution capacity and deformability of the spatial model of the soil base in the form of a linear-deformed layer. Scientific journal of construction, 110, 29-36. https://doi.org/10.33042/2311-7257.2024.110.1.5

Wiley J. (2014). Deutsche Gesellschaft für Geotechnik. Empfehlungen des Arbeitskreises «Numerik in der Geotechnik» EANG, 196.

Shams M. A., Shahin M. A., Ismail M. A. (2018). Analysis and Modelling of Stiffened Slab Foundation on Expansive Soils. Numerical Analysis of Nonlinear Coupled Problems: Proceedings of the 1st GeoMEast International Congress and Exhibition, Egypt 2017 on Sustainable Civil Infrastructures 1. – Springer International Publishing, 250-261. http://dx.doi.org/10.1007/978-3-319-61905-7_22

Titarenko V. A., Dombrovsky Y. I., Shuminsky V. D. (2017). New government norms and standards for engineering protection of the territory, prevention of unsafe geological processes and in complex engineering geologist ichnyh minds. Newsletter of the Odessa State Academy of Civil Engineering and Architecture, 67, 146-153.

Wolffersdorff P.‐A. (2019). Informationen und Empfehlungen des Arbeitskreises 1.6 «Numerik in der Geotechnik»: Berechnung der Standsicherheit mit der FEM durch Reduzierung der Festigkeitsparameter. Geotechnik, 88-97. http://dx.doi.org/10.1002/gete.201900006

Wiley J. (2014). Deutsche Gesellschaft für Geotechnik. Empfehlungen des Arbeitskreises «Numerik in der Geotechnik» EANG, 196.

Ling H.-I., Callisto, L., Leshchinsky D., and Koseki J. (2007). Soil Stress-Strain Behavior: Measurement, Modeling and Analysis. Springer Science & Business Media, 989.

Published

2024-12-17

How to Cite

Krotov, O., & Havryliuk, O. (2024). EXPERIMENTAL JUSTIFICATION OF THE PARAMETERS OF THE SOIL FOUNDATION MODEL OF LARGE-SIZE SLAB FOUNDATIONS OF MULTI-STORY BUILDINGS. Municipal Economy of Cities, 6(187), 151–157. https://doi.org/10.33042/2522-1809-2024-6-187-151-157

Issue

Section

статьи