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Application of discontinuous Galerkin method in supersonic and hypersonic gas flows

机译:不连续Galerkin方法在超音速和超声波气流中的应用

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Most high-order methods often suffer from two- and three-dimensional unstructured grids, particularly, for supersonic and hypersonic gas flows. We applied a high-order mixed-modal discontinuous Galerkin method with a coupled slope limiter to investigate multidimensional cases of supersonic and hypersonic gas flows. Furthermore, we provide detailed implementations and validations of two- and three-dimensional problems. Examples include double Mach reflection problems and supersonic and hypersonic gas flows around a cylinder. In addition, we provide case studies of a 3D hypersonic vehicle to evaluate its computational performance on complex hypersonic gas flows. This study can be regarded as an attempt to apply the discontinuous Galerkin method to engineering problems. (C) 2020 Elsevier Ltd. All rights reserved.
机译:大多数高阶方法通常遭受两维和三维非结构化网格,特别是用于超音速和超音速气流。我们用耦合斜坡限制器应用了一项高阶混合模态不连续的Galerkin方法,以研究超音速和超音速气流的多尺寸案例。此外,我们提供了两维和三维问题的详细实现和验证。例子包括双马赫反射问题,超音速和超音速气体在圆筒周围流动。此外,我们提供对3D超音速车辆的案例研究,以评估其在复杂的超声波气流上的计算性能。本研究可被视为试图将不连续的Galerkin方法应用于工程问题。 (c)2020 elestvier有限公司保留所有权利。

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