The present thesis constitutes a step forward in advancing the frontiers of knowledge of fluid
flow instability from a physical point of view, as a consequence of having been successful in …

A unified solution framework is presented for one-, two-or three-dimensional complex non-
symmetric eigenvalue problems, respectively governing linear modal instability of …

This paper presents a concise derivation of the temporal-spatial evolution equation of the
wall-normal enstrophy flux on a no-slip flat wall. Each contribution to the evolution is …

The development of a general Jacobian-free approach for the solution of large-scale global
linear instability analysis eigenvalue problems by coupling a time-stepping algorithm with …

Modal global linear stability analysis of thermal convection is performed with the linearized
lattice Boltzmann method (LLBM). The onset of Rayleigh–Bénard convection in rectangular …

A new method to analyze spatio-temporal flow structures is presented. It consists on
applying a higher order dynamic mode decomposition sequentially, in time and space. The …

Linear instability of the three-dimensional boundary-layer over the Hypersonic International
Flight Research Experimentation 5 (HIFiRE-5) flight test geometry, ie a rounded-tip 2: 1 …

Lie derivative is an important concept in differential geometry. From the perspective of
theoretical fluid dynamics, the present paper evaluates and interprets the Lie derivatives of …

This paper gives the relation between the Lamb vector and fundamental surface quantities
in the vicinity of a no-slip flat wall using the Taylor-series expansion solution of the Navier …

Structures of Skin Friction, Surface Pressure, and Boundary Enstrophy Flux in Attachment-Line
Flow | J. Fluids Eng. | ASME Digital Collection Skip to Main Content American Society of …