The universal algorithm for solving the gas dynamics equations on the mesh with arbitrary number of cell faces

doi:10.1088/1742-6596/1145/1/012048

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DOI Доступ к ресурсу на сайте издателя			10.1088/1742-6596/1145/1/012048

#уравнения газовой динамики

#численные исследования

#газовая динамика

Title: The universal algorithm for solving the gas dynamics equations on the mesh with arbitrary number of cell faces
Creator: Kotonogov, V. A.
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Kagenov, Anuar M.
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Tyryshkin, Ilya M.
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Glazunov, Anatoly A.
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Eremin, Ivan V.
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Zhiltsov, Konstantin N.
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Kostyushin, Kirill V.
Date: 2019
DOI: 10.1088/1742-6596/1145/1/012048
Description: The paper presents methodology and algorithm for calculating the equations of gas dynamics on arbitrary computational meshes with a mixed type of cells. The calculation method is based on the method of linear reconstruction proposed by Barth and Jesperson. The algorithm for determining the geometric parameters of arbitrary computational cell is presented. To implement the calculation algorithm, a data storage system has been proposed and tested. The algorithm of the solver and the algorithm of docking the computational meshes in the case of using block-structured meshes are proposed. The efficiency of methodology and developed program of calculation are demonstrated by the calculation example of the air flow in flat air intakes. The structure of flow and position of the bow shock wave are determined. These results with the theoretical values were compared. The application of the proposed methodology and calculation algorithm to arbitrary computational meshes with a mixed cell type makes it possible to optimize the process of constructing computational mesh and conduct numerical studies of gas dynamics in regions of complex geometry.