Morris Flynn

Associate professor

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Canada

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Dr. Morris Flynn is an Associate Professor at the University of Alberta, Canada. His research interests focus on fluid dynamics, particularly in the context of turbulent plumes, porous media, and thermal insulation. Recent publications include investigations into hydrodynamic modeling of hydrogen plumes, surface-attached air bubbles as thermal insulators, and the effects of dispersion in gravity currents. His work contributes significantly to the understanding of flow dynamics in both stratified and unstratified environments.

Morris Flynn

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Articles (17)

Can a hydrodynamic model predict the flow evolution of a hydrogen plume in a depleted natural gas reservoir?

A Nusselt number correlation for a superhydrophobic solid sphere encapsulated in a perfect plastron

On the efficacy of surface-attached air bubbles as thermal insulators for pressure-driven internal flow

On the hydrostatic limit for thin film flow with applications to thermosyphons

Porous media gravity current flow over an interbed layer: the impact of dispersion and distributed drainage

Effect of Buoyant Convection on the Spreading and Draining of Porous Media Gravity Currents along a Permeability Jump

A hybrid cooling tower model for plume abatement and performance analysis

Dispersion effects in porous medium gravity currents experiencing local drainage

The coalescence of adjacent turbulent plumes in a stratified and unstratified environment

Plumes in rotating fluid and their transformation into tornados

Buoyant convection in heterogeneous porous media with an inclined permeability jump: an experimental investigation of filling box-type flows

Coaxial plumes: Theory and experiment

On the deflection of the liquid–vapor interface in a wicked heat pipe

Isolated buoyant convection in a two-layered porous medium with an inclined permeability jump

Merging of long rows of plumes: Crosswinds, multiple rows, and applications to cooling towers

Tailwater gravity currents and their connection to perfectly subcritical flow: laboratory experiments and shallow-water and direct numerical solutions

Core annular flow theory as applied to the adiabatic section of heat pipes

Collaborators (3)

Marc Secanell

Daphné Lemasquerier

Michael Le Bars

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