28 citations · 60 across the 8 of their papers we have counts for
8 papers
Analytic study of the continuous spectrum of three-dimensional weak shock layers
Vassilis Theofilis
Three-dimensional linear stability of a weak, compressible shock layer is analyzed using exact Reynolds-number-independent forms of the governing base flow and linear stability equ…
Kinetic Linear Stability Theory for High-Speed Compressible Flows: A High Performance Computing Framework
Irmak Taylan Karpuzcu, Deborah Levin, Vassilis Theofilis
Shock waves in high-speed compressible flows contain finite-thickness, high-gradient regions where the continuum assumption becomes questionable and translational non-equilibrium a…
A Kinetic Study of Hypersonic Boundary Layer Second Mack Mode Instabilities
Mert Senkardesler, Irmak T. Karpuzcu, Deborah A. Levin +1
A flat-plate laminar boundary layer is simulated at a free stream Mach number of 6 and unit Reynolds number m using the Direct Simulation Monte C…
Biglobal resolvent analysis of separated flow over a NACA0012 airfoil
Laura Victoria Rolandi, Luke Smith, Michael Amitay +2
The effects of Reynolds number across , , , and on separated flow over a two-dimensional NACA0012 airfoil at an angle of attack of are inv…
On linear stability of supersonic flow over a short compression corner at large ramp angles
Irmak T. Karpuzcu, Vassilis Theofilis, Deborah A. Levin
Linear stability of supersonic flow over a short compression corner with ramp angles 30 and 42 is investigated using Direct Simulation Monte Carlo (DSMC) and Linear Stability Theor…
Linear stability analysis of hypersonic boundary layers computed by a kinetic approach: A semi-infinite flat plate at Mach 4.5 and 9
Angelos Klothakis, Helio Quintanilha, Saurabh S. Sawant +3
Linear stability analysis is performed using a combination of two-dimensional Direct Simulation Monte Carlo (DSMC) method for the computation of the basic state and solution of the…