Interaction of Adjacent Isentropic Gas Flows in Prandtl-Meyer’s Wave and in The Field of Quasi-One-Dimensional Flow

Авторы: Bulat P.V., Chernyshev M.V.
Журнал: Global Journal of Pure and Applied Mathematics
Том: 12
Номер: 5
Год издания: 2016
Первая страница: 4075
Последняя страница: 4087
Аннотация: Objective is to develop a method for calculating the geometry of tangential discontinuity after triple point of shock waves, that interacts with fan of refraction waves. The interaction of co-existing isentropic flows in Prandtl-Meyer’s wave and in the region of quasi-one-dimensional flow limited by tangential discontinuity is being researched. Based on conditions of compatibility on a tangential discontinuity, that separates flows behind the main and reflected shock in triple point, the equation describing the form of tangential discontinuity has been acquired and parametric analysis of its solution was carried out. The acquired results can be used in development of approximate analytical model and theoretical analysis of gas flows inside of jets, nozzles and canals. For instance calculation of Mach stem in flat overexpanded jet or supersonic flow onto a wedge of known sizes.
Добавил в систему: Булат Павел Викторович

№	Имя	Описание	Имя файла	Размер	Добавлен
1.	Полный текст	Полный текст статьи	Interaction_of_Adjacent_Isentropic_Gas_Flows_in_Prandtl-Mey…	888,0 КБ	19 января 2017 [Kulon]

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