Fluid mechanics seminars

Fluid mechanics seminars

Royal Society Publishing

This series features a selection of author seminars covering outstanding contributions to the field of fluid mechanics based on articles published in the journal Proceedings of the Royal Society A . Each talk is associated with a recent paper or theme issue, selected by the journal's editors as being particularly innovative or having had significant recent impact.

Subscribe to this series for updates on the latest discoveries in the field of fluid mechanics and find out more about us by clicking on the 'About the organiser' tab below.

Speakers
Community
Planetary Science Institute
Brown University

Integral theorems for the gradient of a vector field, with a fluid dynamical application

Jonathan Lilly, Planetary Science Institute
Joel Feske, Brown University
University College Dublin

Bounds on the spreading radius in droplet impact: the inviscid case

Lennon Ó Náraigh, University College Dublin
Helen Wilson, UCL
Universidad Nacional de Colombia
Yale University

Modelling and simulation of brinicle formation

Julián David Jiménez Paz, Universidad Nacional de Colombia
Carlos Andrés del Valle, Yale University
+1 speaker
ETH Zurich
University of Bristol

Nonlinear acoustics of an aperture under grazing flow

Alexander Stoychev, ETH Zurich
Nicolas Noiray, ETH Zurich
University of Otago
University of Adelaide

Scattering kernel of an array of floating ice floes: application to water wave transport in the marginal ice zone

Fabien Montiel, University of Otago
Luke Bennetts, University of Adelaide
Imperial College London
Ludwig-Maximilians-Universität München

A theory of stochastic fluvial landscape evolution

Gareth Roberts, Imperial College London
Hans-Peter Bunge, Ludwig-Maximilians-Universität München
International Centre for Theoretical Sciences

Turbulent wave-balance exchanges in the ocean

Jim Thomas, International Centre for Theoretical Sciences and TIFR Centre for Applicable Mathematics
University of Strathclyde

Viscous froth model applied to multiple topological transformations of bubbles flowing in a channel: three-bubble case

Paul Grassia, University of Strathclyde