非结构网格计算中各种气体动力变量准一维重建方案的测试

Elizaveta V. Kolesnik, Evgueni M. Smirnov
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引用次数: 1

摘要

本文介绍了几种基于非结构网格的气体动力流计算的二阶近似格式。利用罗伊近似黎曼解算器计算了控制体表面的对流通量。为了提高近似精度,采用了MUSCL方法,利用各种气体动力变量的准一维重建格式和限制项使解单调。通过对两个无粘气体流动问题的求解,对所考虑方案的工作能力进行了对比分析。即,计算了NACA-0012翼型的跨声速流动和具有中心坡道的管道中的超声速流动。评价了不同方案解的光滑性、方案的耗散特性和计算过程的稳定性。
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Testing of various schemes with quasi-one-dimensional reconstruction of gasdynamic variables in the case of unstructured-grid calculations

Several schemes of the second-order approximation worked out in the literature for unstructured-grid-based computations of gasdynamic flows are described. The convective fluxes on the control-volume's faces are evaluated using Roe's approximate Riemann solver. The MUSCL approach with the use of various quasi-one-dimensional schemes of reconstruction of gasdynamic variables and limiters making the solution monotonic is applied in order to improve the approximation accuracy. Comparative analysis of the working capacity of the schemes under consideration has been carried out through solving two problems of inviscid gas flow. Namely, the transonic NACA-0012 airfoil flow and the superpersonic flow in a duct with a central ramp were computed. The smoothness of solution, obtained with different schemes, dissipativity features of the schemes and computational process stability were evaluated.

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