Особенности распространения ударной волны частиц с учетом их объемной доли Н. В. Гольдина
Material type: ArticleOther title: Peculiarities of a numerical solution of the problem of shockwave propagation over gas-particle suspension considering the volume fraction [Parallel title]Subject(s): системы уравнений | газовзвеси | метод конечных объемов | ударные волны | численное моделирование | твердые частицы | газыGenre/Form: статьи в сборниках Online resources: Click here to access online In: Перспективы развития фундаментальных наук. Т. 1 : сборник научных трудов XV Международной конференции студентов, аспирантов и молодых ученых, 24-27 апреля 2018 г Т. 1 : Физика. С. 99-101Abstract: Numerical solution of the one-dimensional problem of shock wave propagation over gas-particle suspension considering the volume fraction is obtained. The solution is found using the approach of interpenetrating continua. Impact of particle volume fraction to the shock wave propagation is shown. Comparison of numerical solutions taking into account the volume fraction and without that for the problem is discussed.Библиогр.: 4 назв.
Numerical solution of the one-dimensional problem of shock wave propagation over gas-particle suspension considering the volume fraction is obtained. The solution is found using the approach of interpenetrating continua. Impact of particle volume fraction to the shock wave propagation is shown. Comparison of numerical solutions taking into account the volume fraction and without that for the problem is discussed.
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