most citedLow Mach Number Limit of Multidimensional Steady Flows on the Airfoil Problem

2 citations · 4 across the 4 of their papers we have counts for

collaborators

5 papers

math.AP2020

Low Mach Number Limit and Far Field Convergence Rates of Potential Flows in Multi-Dimensional Nozzles With an Obstacle Inside

Lei Ma, Tian-Yi Wang, Chunjing Xie

This paper considers the low Mach number limit and far field convergence rates of steady Euler flows with external forces in three-dimensional infinitely long nozzles with an obsta…

math.AP2020

On subsonic and subsonic-sonic flows with general conservatives force in exterior domains

Xumin Gu, Tian-Ti Wang

In this paper, we study irrotational subsonic and subsonic-sonic flows with general conservative forces in the exterior domains. The conservative forces indicate the new Bernoulli…

math.AP2020

Singularity formation for radially symmetric expanding wave of Compressible Euler Equations

Hong Cai, Geng Chen, Tian-Yi Wang

In this paper, for compressible Euler equations in multiple space dimensions, we prove the break-down of classical solutions with a large class of initial data by tracking the prop…

math.AP20192 cited

Low Mach Number Limit of Multidimensional Steady Flows on the Airfoil Problem

Mingjie Li, Tian-Yi Wang, Wei Xiang

In this paper, we justify the low Mach number limit of the steady irrotational Euler flows for the airfoil problem, which is the first result for the low Mach number limit of the s…

math.AP20192 cited

Low Mach Number Limit of Steady Euler Flows in Multi-Dimensional Nozzles

Mingjie Li, Tian-Yi Wang, Wei Xiang

In this paper, we consider the steady irrotational Euler flows in multidimensional nozzles. The first rigorous proof on the existence and uniqueness of the incompressible flow is p…