@article{Slabinoga_Kuchirka_Krynytskyi_Yurkiv_2018, title={THE SOLAR PANELS POWER CHANGE DEPENDING ON FROM THE MUTUAL BURNER CUT MODELING}, url={http://mpky.nung.edu.ua/index.php/mpky/article/view/456}, DOI={10.31471/1993-9981-2018-2(41)-18-24}, abstractNote={<p>The paper analyzes the current state and prospects of research in the field of mathematical modeling of technological processes in the context of solar energy. The physical and mathematical models of solar panels were considered, as well as the theoretical bases of energy conversion in solar panels, which are the basis for the principle of their functioning, were considered.</p> <p>On the basis of the analysis carried out, a mathematical model of the dependence of the power of the solar panel on the angle of rotation was developed. The developed model takes into account the ambient temperature, the temperature received by the panel during operation, the effect of wind on the temperature of the panel, as well as the influence of time of day, day of the year, angles of the panel relative to the sun, the possibilities of environmental reflection. Also, this model takes into account the influence of the characteristics of the panel itself, and its auxiliary elements of functioning, on the power received by the consumer. In the work, an approbation of this mathematical model was carried out, the results of which indicate the possibility of its application for modeling the functioning of the panel under various environmental characteristics. The corresponding software for generating experimental data on the strength of the current produced from the angle of the panel, the position of the sun, the meteorological conditions, the reflecting properties of the surface, t. The conclusions are formulated and further perspectives on the use of such mathematical and software solutions for solving scientific and practical problems are determined.</p>}, number={2(41)}, journal={METHODS AND DEVICES OF QUALITY CONTROL}, author={Slabinoga, M. O. and Kuchirka, Yu. M. and KrynytskyiО. S. and Yurkiv, N. M.}, year={2018}, month={Nov.}, pages={18-24} }