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Comparison of difference scheme with customizable dissipative properties and WENO scheme in the case of one-dimensional gas and gas-particle dynamics problems

机译：在一维气体和气体粒子动力学问题的情况下，具有可定制耗散特性和Weno方案的差分方案的比较

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D.V. Sadin; S.A. Odoev;
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1. L~2-DISSIPATIVITY CRITERIA FOR LINEARIZED EXPLICIT FINITE DIFFERENCE SCHEMES FOR REGULARIZATION OF ONE-DIMENSIONAL GAS DYNAMICS EQUATIONS [J] . T. A. Lomonosov Journal of Mathematical Sciences . 2020,第4期

机译：线性一维气体动力学方程正则化的线性有限差分格式的L〜2耗散准则
2. On Conditions for L-2-Dissipativity of Linearized Explicit QGD Finite-Difference Schemes for One-Dimensional Gas Dynamics Equations [J] . Zlotnik A. A., Lomonosov T. A. Doklady. Mathematics . 2018,第2期

机译：一维气体动力学方程线性化明确QGD有限差分方案的L-2耗散条件
3. L-2-dissipativity of the linearized explicit finite-difference scheme with a kinetic regularization for 2D and 3D gas dynamics system of equations [J] . Zlotnik Alexander, Lomonosov Timofey Applied mathematics letters . 2020,第期

机译：L-2 - 线性化明确有限差分方案的耗散性，具有2D和3D气体动力学系统的动力学正则化
4. Effects of Differencing Schemes on Simulation of Dense Gas-Particle Two-Phase Flows [C] . S. J. Zhang, P. Zulli, Y. Q. Feng, International conference on computational fluid dynamics . 2003

机译：差异方案对致密气体粒子两相流模拟的影响
5. High order finite difference WENO schemes for ideal magnetohydrodynamics. [D] . Feng, Xiao. 2017

机译：理想磁流体动力学的高阶有限差分WENO方案。
6. Dissipative Particle Dynamics Simulations for Phospholipid Membranes Based on a Four-To-One Coarse-Grained Mapping Scheme [O] . Xiaoxu Li, Lianghui Gao, Weihai Fang -1

机译：基于四对一粗颗粒映射方案的磷脂膜的耗散粒子动力学模拟
7. One-dimensional gas dynamics equations of a polytropic gas in Lagrangian coordinates: Symmetry classification, conservation laws, difference schemes [O] . V.A. Dorodnitsyn, R. Kozlov, S.V. Meleshko 2019

机译：拉格朗日坐标的多维气体动力学方程：对称分类，保护法，差异方案
8. High Order Finite Difference and Finite Volume WENO Schemes and Discontinuous Galerkin Methods for CFD [R] . Shu, Chi-Wang 2001

机译：高阶有限差分和有限体积WENO格式和CFD的间断Galerkin方法

Comparison of difference scheme with customizable dissipative properties and WENO scheme in the case of one-dimensional gas and gas-particle dynamics problems

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