Linear stability of the sub-to-super inviscid transonic stationary wave for gas flow in a nozzle of varying area
This paper studies the linear stability of the sub-to super inviscid transonic stationary wave of a one-dimensional model of isentropic compressible flows through a nozzle of varying area. By using the geometric singular perturbation approach, the authors show that the sub-to super inviscid transonic stationary wave is physically relevant in the sense that it is \(L^ \infty\) linearly stable on any bounded space interval under some assumption on velocity.
sub-to super inviscid transonic stationary wave
scientific article; zbMATH DE number 6140137