15 citations · 18 across the 9 of their papers we have counts for
10 papers
Steady supersonic combustion flows with a contact discontinuity in two-dimensional finitely long nozzles
Junlei Gao, Feimin Huang, Jie Kuang +2
In this paper, we are concerned with the two-dimensional steady supersonic combustion flows with a contact discontinuity moving through a nozzle of finite length. Mathematically, i…
Convergence Rate of the Hypersonic Similarity for Two-Dimensional Steady Potential Flows with Large Data
Gui-Qiang G. Chen, Jie Kuang, Wei Xiang +1
We establish the optimal convergence rate of the hypersonic similarity for two-dimensional steady potential flows with {\it large data} past over a straight wedge in the $BV\cap L^…
Hypersonic Similarity for Steady Compressible Full Euler Flows Over Two-Dimensional Lipschitz Wedges
Gui-Qiang G. Chen, Jie Kuang, Wei Xiang +1
We establish the optimal convergence rate to the hypersonic similarity law, which is also called the Mach number independence principle, for steady compressible full Euler flows ov…
Global well-posedness of shock front solutions to one-dimensional piston problem for combustion Euler flows
Kai Hu, Jie Kuang
This paper is devoted to the well-posedness theory of piston problem for compressible {combustion} Euler flows with physical ignition condition. A significant combustion phenomena…
Convergence Rate of Hypersonic Similarity for Steady Potential Flows Over Two-Dimensional Lipschitz Wedge
Jie Kuang, Wei Xiang, Yongqian Zhang
This paper is devoted to establishing the convergence rate of the hypersonic similarity for the inviscid steady irrotational Euler flow over a two-dimensional Lipschitz slender wed…
Stability of transonic contact discontinuity for two-dimensional steady compressible Euler flows in a finitely long nozzle
Feimin Huang, Jie Kuang, Dehua Wang +1
We consider the stability of transonic contact discontinuity for the two-dimensional steady compressible Euler flows in a finitely long nozzle. This is the first work on the mixed-…
Stability of Conical Shocks in the Three-Dimensional Steady Supersonic Isothermal Flows past Lipschitz Perturbed Cones
Gui-Qiang G. Chen, Jie Kuang, Yongqian Zhang
We are concerned with the structural stability of conical shocks in the three-dimensional steady supersonic flows past Lipschitz perturbed cones whose vertex angles are less than t…
Hypersonic Similarity for the Two Dimensional Steady Potential Flow with Large Data
Jie Kuang, Wei Xiang, Yongqian Zhang
In this paper, we establish the first rigorous mathematical global result on the validation of the hypersonic similarity, which is also called the Mach-number independence principl…
Stability of supersonic contact discontinuity for two-dimensional steady compressible Euler flows in a finite nozzle
Feimin Huang, Jie Kuang, Dehua Wang +1
In this paper, we study the stability of supersonic contact discontinuity for the two-dimensional steady compressible Euler flows in a finitely long nozzle of varying cross-section…
Two-Dimensional Steady Supersonic Exothermically Reacting Euler Flow past Lipschitz Bending Walls
Gui-Qiang Chen, Jie Kuang, Yongqian Zhang
We are concerned with the two-dimensional steady supersonic reacting Euler flow past Lipschitz bending walls that are small perturbations of a convex one, and establish the existen…