A summary is presented of physical insights gained into three-dimensional linear instability
through solution of the two-dimensional partial-differential-equation-based nonsymmetric …

This paper is a brief review of recent research on the streamwise corner boundary layer as it
affects the component performance evaluation of both the theoretical and practical aircraft …

The stability of streamwise corner flow is investigated by means of direct numerical
simulation at subcritical Reynolds numbers. The flow is harmonically forced, and global …

Here we consider the stability of flow along a streamwise corner formed by the intersection
of two large flat plates held perpendicular to each other. Self-similar solutions for the steady …

The linear spatial stability of the incompressible corner flow under pressure gradient has
been studied. A self-similar form has been used for the mean flow, which reduces the related …

The stability of the flow formed by the intersection of two perpendicular flat plates is revisited
through a study of the sensitivity to base-flow variations. After a brief presentation of the …

The incompressible boundary layer in the corner formed by two intersecting, semi-infinite
planes is investigated, when the free-stream flow, aligned with the corner, is taken to be of …

We consider a laminar boundary‐layer flow of a viscous and incompressible fluid past a
moving wedge in which the wedge is moving either in the direction of the mainstream flow or …

We consider a class of three-dimensional boundary-layer flows, which may be viewed as an
extension of the Falkner–Skan similarity form, to include a cross-flow velocity component …

In this paper we investigate the three-dimensional laminar incompressible steady flow along
a corner formed by joining two similar quarter-infinite unswept wedges along a side-edge …