Instability analysis of compressible orthogonal swept leading-edge boundary layer flow was
performed in the context of BiGlobal linear theory. 1, 2 An algorithm was developed …

The first viscous compressible three-dimensional BiGlobal linear instability analysis of
leading-edge boundary layer flow has been performed. Results have been obtained by …

INVESTIGATION of linear instability mechanisms is essential for understanding the process
of transition from laminar to turbulent flow. Many studies over several decades have reported …

Herein, a numerical approach for the three-dimensional global instability analysis of high-
speed boundary layer is developed. The approach is based on the Krylov–Schur method for …

We present a suite of algorithms designed to obtain accurate numerical solutions of the
generalised eigenvalue problem governing inviscid linear instability of boundary-layer type …

The compressible bi-global linear stability theory (B-LST), based on two-dimensional
eigenfunctions in flow crossplanes, as well as direct numerical simulation (DNS) are applied …

The most common approach to transition prediction in boundary layer flows relies on the
exponential or modal amplification of discrete modes. The classic linear stability theory is …

A compressible stability code was developed as a tool for the design of natural-laminar-flow
airfoils. The code is based on a general set of stability equations which allows one to …

The linear spatial stability of a parallel two-dimensional (2D) compressible boundary layer
on an adiabatic plate is investigated by considering both 2D and three-dimensional (3D) …

The effect of compressibility on the stability characteristics of boundary-layer flows is
investigated within the framework of a complete nonparallel. linear. soatial stabilitv theorv …