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The 6th International Conference on Power and Energy Systems Engineering (CPESE 2019), 20–23 September 2019, Okinawa, Japan Numerical study of hybrid third order compact scheme for hyperbolic conservation laws

机译:第6届国际权力和能源系统会议工程(CPESE 2019),2019年9月20日至23日,冲绳,日本杂交三阶紧凑型规范的数值研究

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In this paper, we present a numerical study to study the capability of the radius of curvature to detect the discontinuous point for hybrid high order schemes. This hybrid scheme primarily developed to reduce the computational time, but preserve the numerical accuracy. WENO-PZ3 is adopted to construct the physical flux in a small radius, and compact third-order TVD scheme otherwise. The numerical scheme is tested in quasi-one-dimensional Sod’s shock tube problem. The results show that the hybrid schemes deliver 0.76 computational time ratios compared to the full WENO-PZ3 scheme and the numerical accuracy is maintained. We found that the radius of curvature is capable of detecting the discontinuous point, and the suitable radius of curvature to be categorized as the small radius is less than 0.025.
机译:在本文中,我们提出了一种研究曲率半径的能力来检测混合高阶方案的不连续点的能力。这种混合方案主要开发以减少计算时间,但保持数值准确性。采用WENO-PZ3构建小半径的物理通量,否则紧凑的三阶TVD方案。在准一维SOD的震动管问题中测试数值方案。结果表明,与完整的Weno-PZ3方案相比,混合方案提供了0.76个计算时间比率,并且保持数值精度。我们发现曲率半径能够检测不连续点,并且被分类为小半径的合适曲率半径小于0.025。

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