A FIFTH-ORDER ACCURATE WEIGHTED ENN DIFFERENCE SCHEME AND ITS APPLICATIONS

Yi-qing Shen; Ru-quan Wang; Hong-zhi Liao

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A FIFTH-ORDER ACCURATE WEIGHTED ENN DIFFERENCE SCHEME AND ITS APPLICATIONS

机译：五阶精确加权ENN差分格式及其应用

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摘要

In this paper, we have constructed a high accurate difference scheme based on the ENN scheme [1]. The new scheme has 5th-order accuracy in smooth regions and can keep the essencially non-oscillatory property.

机译：在本文中，我们基于ENN方案[1]构建了一个高精度差分方案。新方案在平滑区域具有五阶精度，并且可以保持本质上无振荡的特性。

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来源
《Journal of Computational Mathematics》 |2001年第5期|p.531-538|共8页
作者
Yi-qing Shen; Ru-quan Wang; Hong-zhi Liao;
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原文格式 PDF
正文语种 eng
中图分类计算数学;
关键词
ENN scheme; WENO scheme; Shock-boundary-layer interaction;

机译：ENN计划;WENO方案;冲击边界层相互作用;

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专利

1. A Fifth—order Accurate Weighted ENN Difference Scheme [J] . YiqingSHEN, RuquanWANG 非线性科学与数值模拟通讯：英文版 . 1997,第002期

机译：五阶精确加权ENN差分方案
2. Weighted ENN difference schemes [J] . RuquanWANG, YiqingSHEN 非线性科学与数值模拟通讯：英文版 . 1996,第003期

机译：加权ENN差异方案
3. THE THREE-POINT FIFTH-ORDER ACCURATE GENERALIZED COMPACT SCHEME AND ITS APPLICATIONS [J] . 沈孟育, 牛晓玲, 张志斌力学学报：英文版 . 2001,第002期

机译：三点五阶精确广义紧缩格式及其应用
4. Application of Fifth-Order Weighted Compact Nonlinear Scheme to Euler and Navier-Stokes Equations [C] . Deng Xiaogang, H.Maekawa Proceedings of The Fourth Asian Computational Fluid Dynamics Conference September 18-22, 2000 Mianyang, China Edited by Zhang Hanxin . 2000

机译：五阶加权紧致非线性格式在Euler和Navier-Stokes方程中的应用
5. Development of a directional Theta-weighted S(N) differencing scheme for shielding applications. [D] . Petrovic, Bojan. 1995

机译：针对屏蔽应用的定向Theta加权S（N）差分方案的开发。
6. A High-Order Symplectic Finite-Difference Time-Domain Scheme for Bioelectromagnetic Applications within the Mother/Fetus Model [O] . YingJie Gao, HongWei Yang -1

机译：母亲/胎儿模型中生物电磁应用的高阶辛有限差分时域方案
7. Implementation of the exponential directional weighted SN differencing scheme in RAPTOR-M3G for LWR radiation transport and dosimetry applications [O] . Greg A. Fischer 2014

机译：LAPTOR-M3G中的指数定向加权SN差异SN差异方案实现LWR辐射传输和剂量测定应用
8. Boundary Closures for Fourth-order Energy Stable Weighted Essentially Non-Oscillatory Finite Difference Schemes [R] . Fisher, T. C., Carpenter, M. H., Yamaleev, N. K., 2009

机译：四阶能量稳定加权本质上非振荡有限差分格式的边界闭包

A FIFTH-ORDER ACCURATE WEIGHTED ENN DIFFERENCE SCHEME AND ITS APPLICATIONS

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