Quadrant analysis is a simple, but quite useful, turbulence data-processing technique that
has been widely used, principally in the investigation of turbulent shear flows. This article …

▪ Abstract A Lagrangian description of turbulence has unique physical advantages that are
especially important in studies of mixing and dispersion. We focus on fundamental aspects …

Page 1 CAMBRIDGE TEXTS IN APPLIED MATHEMATICS Introduction to Symmetry
Analysis BRIAN J. CANTWELL Page 2 Introduction to Symmetry Analysis Symmetry …

Pharmacovigilance is, in essence, the process of monitoring the everyday use of medicines
to identify previously unrecognized adverse drug reactions thereby assessing their …

Deposition and entrainment of particles in turbulent flows are crucial in a number of
technological applications and environmental processes. We present a review of recent …

Two aspects of small-scale turbulence are currently regarded universal, as they have been
reported for a wide variety of turbulent flows. Firstly, the vorticity vector has been found to …

The purpose of this paper is to demonstrate the effects of thermal expansion, as a result of
heat release arising from exothermic chemical reactions, on the underlying turbulent fluid …

The aero-optical distortions caused by compressible flows have been used by researchers
for flow diagnostics and accepted by designers of airborne optical systems as a performance …

We perform direct numerical simulations (DNS) of emulsions in homogeneous isotropic
turbulence using a pseudopotential lattice-Boltzmann (PP-LB) method. Improving on …

The average rates of change in the invariants of the velocity gradient tensor (⁠ Q and R⁠)
have been determined experimentally in the outer layer of a turbulent boundary layer as a …