Mathematical process modeling of burning a drop of aqueous emulsion fuel
Автор: Abdaliev Urmat, Tashpolotov Yslamidin, Sadykov Erkinbai
Журнал: Бюллетень науки и практики @bulletennauki
Рубрика: Физико-математические науки
Статья в выпуске: 7 т.5, 2019 года.
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In this article considered mathematical design of process of burning of drop of water-emulsion fuel. Drop of emulsion of type water-oil is the difficult system, consisting of fuel, in that evenly as drops microdrops are up-diffused waters being into the drop of emulsion. At burning isolated microdrops of water with emulsion, there is an irreversible exothermic reaction. For such reactions considered nonlinear task, with the use of theory of spatially-homogeneous thermal explosions in the process of burning of fuel. This theory shows a few features, not considered to it. These features include appearance more than of one external area, more than one (internal) layer and nonlinear transformation of compression-expansion. As a result, an asymptotic decision for an incompressible liquid allows to get the hydrodynamic fields of explosion in a vicinity steam bubble drop, and also in the vicinity of temperature front.
Mathematical modeling, process, burning, drop of water emulsion fuel, explosion, exothermic reaction, asymptotic decision
Короткий адрес: https://sciup.org/14115576
IDR: 14115576 | DOI: 10.33619/2414-2948/44/01