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 …

Boussinesq's hypothesis is at the heart of eddy viscosity models, which are used in many
different fields to model turbulent flows. In its present time formulation, this hypothesis …

Diese Einführung in die Theorie der turbulenten Strömungen wendet sich in erster Linie an
fortgeschrittene Studenten. Ingenieure in der Praxis werden den Band aber auch gern als …

The physical mechanisms by which the Reynolds shear stress is produced from dynamically
evolving vortical structures in the wall region of a direct numerical simulation of turbulent …

This thesis describes the different steps needed to design a steady-state computational fluid
dynamics (CFD) wind farm wake model. The ultimate goal of the project was to design a tool …

Quantifying the impact of hyporheic exchange is crucial for understanding the transport and
fate of microplastics in streams. In this study, we conducted several Computational Fluid …

The Lagrangian dispersion of fluid particles in inhomogeneous turbulence is investigated by
a direct numerical simulation of turbulent channel flow. Lagrangian velocity and acceleration …

This paper reviews some of the principal uses, over almost seven decades, of correlations,
in both Eulerian and Lagrangian frames of reference, of properties of turbulent flows at …

A detailed analysis of the 'turbulent inertia'(TI) term (the wall-normal gradient of the Reynolds
shear stress, primarily contribute to decelerations. Finally, a description of the structure of …