Navier-Stokes方程组及相关模型的稳定性研究

11871388
2018
A0306.混合型、退化型偏微分方程
范丽丽
面上项目
副教授
武汉轻工大学
55万元
加权能量法;无粘Navier-stokes方程;激波;初边值问题;无热传导Navier-stokes方程
2019-01-01到2022-12-31
  • 中英文摘要
  • 结题摘要
  • 结题报告
  • 项目成果
  • 项目参与人
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序号 标题 类型 作者
1 Nonlinear stability of the boundary layer and rarefaction wave for the inflow problem governed by the heat-conductive gas without viscosity 期刊论文 Meichen Hou;Lili Fan
2 Asymptotic stability of shock wave for the outflow problem of .the heat-conductive ideal gas without viscosity 期刊论文 Lili Fan;M.C.Hou
3 Asymptotic stability of viscous contact wave for the inflow problem of the heat-conductive ideal gas without viscosity 期刊论文 Meichen Hou;Lili Fan
4 Asymptotic stability of a composite wave of two viscous shock waves for the one-dimensional radiative Euler equations 期刊论文 Fan Lili;Ruan Lizhi;Xiang Wei
5 Viscous Shock Wave to an Inflow Problem for Compressible Viscous Gas with Large Density Oscillations 期刊论文 Bian Dongfen;Fan Lili;He Lin;Zhao Huijiang
6 Asymptotic Stability of Viscous Contact Wave and Rarefaction Waves for the System of Heat-Conductive Ideal Gas without Viscosity 期刊论文 Lili Fan;Guiqiong Gong;Shaojun Tang
7 Asymptotic stability of rarefaction wave for the outflow problem governed by the one-dimensional radiative Euler equations 期刊论文 Lili Fan;Lizhi Ruan;Wei Xiang
8 Asymptotic stability of viscous contact wave for the inflow problem of the one-dimensional radiative Euler equations 期刊论文 Lili Fan;Lizhi Ruan;Wei Xiang
9 ASYMPTOTIC STABILITY OF RAREFACTION WAVE FOR THE INFLOW PROBLEM GOVERNED BY THE ONE-DIMENSIONAL RADIATIVE EULER EQUATIONS 期刊论文 Fan Lili;Ruan Lizhi;Xiang Wei
10 Asymptotic Stability of a Boundary Layer and Rarefaction Wave for the Outflow Problem of the Heat-Conductive Ideal Gas without Viscosity 期刊论文 Lili Fan;Meichen Hou
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