MODERN METHODS OF MATHEMATICAL MODELING OF PASSIVE SOLAR HEATING SYSTEMS AND THEIR PRACTICAL IMPLEMENTATION

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Published: 15.04.2025
DOI: https://doi.org/10.70769/3030-3214.SRT.3.2.2025.6
Keywords:
Passive solar heating systems, energy-saving glass blocks, mathematical modeling, heat transfer, phase-shifting materials, climate adaptation, energy efficiency of buildings

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Nilufar Rabbanakulovna Avezova
Doctor of Technical Sciences, Fergana Polytechnic Institute, Fergana, Uzbekistan
https://orcid.org/0000-0002-4298-1041
Makhliyokhon Khusniddinkizi Dexkonova
Junior Research Fellow, National Research Institute of Renewable Energy Sources, Tashkent, Uzbekistan

Abstract

In this work, modern approaches to mathematical modeling of passive solar heating systems using energy-saving glass blocks are analyzed. Empirical, analytical, and numerical methods (including the finite element method and multilayer heat transfer modeling) are considered, taking into account climatic features, which will allow improving the structure and operating modes of passive solar heating systems. Special attention is paid to the introduction of innovative, energy-active glass blocks (multilayer glass packages filled with inert gas, low-emission coatings, phase transition materials) in order to increase the energy efficiency of the building. As a result of the analysis, recommendations were developed for the integration of passive solar heating systems into energy-efficient projects, and the main factors for adapting international experience to regional climatic conditions were identified. The obtained results confirm the significant potential of passive solar heating systems in reducing energy consumption and increasing the environmental sustainability of the construction industry.

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Issue

Vol. 3 No. 2 (2025)

Section

Chemical Technology and Construction
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How to Cite

Avezova , N. R., & Dexkonova , M. K. (2025). MODERN METHODS OF MATHEMATICAL MODELING OF PASSIVE SOLAR HEATING SYSTEMS AND THEIR PRACTICAL IMPLEMENTATION. Digital Technologies in Industry, 3(2). https://doi.org/10.70769/3030-3214.SRT.3.2.2025.6

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