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Received 15.01.2026

Revised 09.02.2026

Accepted 26.03.2026

Published 07.04.2026

Retrieved from Iss. 119, 2026

Pages 230 -237

  • 97 Views

Suggested citation

Kulinko, Ye., Pohosov, O., Pasichnyk, P., Haba, K., & Pashkova, L. (2026). COMPUTER MODELING OF HEAT FLOW IN FLOOR STRUCTURES ON THE GROUND OF LOGISTICS INFRASTRUCTURE BUILDINGS. Automobile Roads and Road Construction, 119(1), 230-237. https://doi.org/10.33744/0365-8171-2026-119-230-237

COMPUTER MODELING OF HEAT FLOW IN FLOOR STRUCTURES ON THE GROUND OF LOGISTICS INFRASTRUCTURE BUILDINGS

Yevhen Kulinko Oleksandr Pohosov Pavlo Pasichnyk Kristina Haba Larysa Pashkova

Abstract

The purpose of this work is to develop a computer model of heat flow in a floor on the ground, taking into account the radiogenic heat flux of the Earth, in order to assess the energy efficiency of building structures. The object of modeling is a rectangular concrete floor slab placed on the ground, with possible perimeter insulation by a strip of thermal insulation. The model considers the thermal conductivity of materials, the temperature of indoor air and soil, as well as a steady-state two-dimensional heat transfer process. Existing approaches to floor-on-ground insulation were analyzed in accordance with Ukrainian and European standards, and principles of numerical modeling using the finite difference method and iterative solution for the heat conduction equation with variable coefficients were proposed. The stated goal is achieved by solving the problem of temperature field simulation in the slab, insulation, and soil, taking into account boundary conditions, building geometry, and the thermal characteristics of materials, which makes it possible to evaluate transmission heat losses for different insulation widths. For convenient practical application, additional parameters should be introduced to account for different soil types, insulation thicknesses, and economic feasibility, while ensuring compliance with energy efficiency requirements for logistics infrastructure buildings. The most important results include the development of a 2D heat transfer model that confirms the concentration of heat losses in the edge zones of the floor and demonstrates a reduction of 20–25% in losses with 2–3 m wide perimeter insulation. The model also shows consistency with engineering methods according to DSTU EN ISO 13370:2022 and DSTU 9190:2022. The significance of the obtained results lies in the fact that the proposed methodology allows not only to optimize insulation for buildings with large ground-floor areas, improving energy efficiency and reducing energy consumption, but also to serve as a basis for updating regulatory standards, particularly during the renovation of existing facilities

Keywords:

hermal conductivity, floor on the ground, thermal insulation, edge zone, perimeter insulation, numerical modeling, finite difference method, energy efficiency, logistics infrastructure buildings

References

1. Order of the Ministry for Communities and Territories Development of Ukraine No. 260 of October 27, 2020 “On approval of the minimum requirements for the energy efficiency of buildings,” registered with the Ministry of Justice of Ukraine on December 18, 2020, under No. 1257/35540. [in Ukrainian].
2. DBN V.2.6-31:2021 Thermal insulation and energy efficiency of buildings. [in Ukrainian].
3. DSTU 9191:2022 Thermal insulation of buildings. Method for selecting thermal insulation materials for building insulation. [in Ukrainian].
4. Pohosov, O., Pasichnyk, P., & Kulinko, Ye. (2023). Influence of some design solutions on the energy efficiency class of a building. Collection of scientific papers “SCIENTIA”, 2023.
URL: https://previous.scientia.report/index.php/archive/article/view/1526 [in Ukrainian].
5. Kulinko, Ye. O., Kuzytskyi, I. T., & Pohosov, O. H. (2017). Heat pumps as sources of low-temperature heat supply. Energy-Efficiency in Civil Engineering and Architecture. [in Ukrainian].
6. DSTU 9190:2022 Energy performance of buildings. Method for calculating energy consumption for heating, cooling, ventilation, lighting, and domestic hot water supply. [in Ukrainian].
7. DSTU EN ISO 13370:2022 Thermal performance of buildings — Heat transfer via the ground — Calculation methods (EN ISO 13370:2017, IDT; ISO 13370:2017, IDT). [in Ukrainian].
8. Givoni, B., & Katz, L. (1985). Earth temperatures and underground buildings. Energy and Buildings, 8(1), 15-25. https://doi.org/10.1016/0378-7788(85)90011-8.
9. Christoph Clauser, Jean-Claude Mareschal, Ground temperature history in central Europe from borehole temperature data, Geophysical Journal International, Volume 121, Issue 3, June 1995, Pages 805–817, https://doi.org/10.1111/j.1365-246X.1995.tb06440.x.
10. Dalla Santa, G., Galgaro, A., Sassi, R., Cultrera, M., Scotton, P., Mueller, J., ... & Bernardi, A. (2020). An updated ground thermal properties database for GSHP applications. Geothermics, 85, 101758. https://doi.org/10.1016/j.geothermics.2019.101758.
11. Farouki, O. T. (1981). The thermal properties of soils in cold regions. Cold Regions Science and Technology, 5(1), 67-75. https://doi.org/10.1016/0165-232X(81)90041-0.
12. O. T. Farouki, Thermal properties of soils, No. CRREL-MONO-81-1 (1981), Cold Regions Research and Engineering Lab, Hanover. https://apps.dtic.mil/sti/pdfs/ADA111734.pdf.
13. Гільчук, А., Халатов, А., & Доник, Т. (2022). Теорія теплопровідності. https://ela.kpi.ua/server/api/core/bitstreams/83acae59-9dcd-4ad7-af4c-83aa3671a374/content.
14. Youssef, I. K., Ali, S. M., & Hamada, M. Y. (2016). On the line successive overrelaxation method. Applied and Computational Mathematics, 5(3), 103-106. https://doi.org/10.11648/j.acm.20160503.12.

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https://doi.org/10.33744/0365-8171-2026-119-230-237

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