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Prof. Eamonn Gaffney

Status
Academic Faculty

Professor of Applied Mathematics 

Tutorial Fellow, Mathematics Tutor, Tutor for Graduates, Brasenose College

+44 1865 283876
Contact form
http://people.maths.ox.ac.uk/gaffney/
ORCID iD
https://orcid.org/0000-0002-6888-4362
Research groups
  • Mathematical Biology
Address
Mathematical Institute
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
Woodstock Road
Oxford
OX2 6GG
Recent publications
Minimal design of a synthetic cilium
Moreau, C Walker, B Soto, D Goldman, D Gaffney, E Poon, R Wan, K Physical Review Research volume 6 (12 Dec 2024)
On the speed of propagation in Turing patterns for reaction-diffusion systems
Klika, V Gaffney, E Maini, P Physica D: Nonlinear Phenomena volume 467 (28 Jun 2024)
Sensitivity of cartilage mechanical behaviour to spatial variations in material properties
Whiteley, J Brown, C Gaffney, E Journal of the Mechanical Behavior of Biomedical Materials volume 156 (13 May 2024)
A first passage model of intravitreal drug delivery and residence time, in relation to ocular geometry, individual variability, and injection location
Lamirande, P Gaffney, E Gertz, M Maini, P Crawshaw, J Caruso, A (05 Apr 2024)
On the speed of propagation in Turing patterns for reaction-diffusion systems
Klika, V Gaffney, E Maini, P (14 Mar 2024)
Turing instabilities are not enough to ensure pattern formation.
Krause, A Gaffney, E Jewell, T Klika, V Walker, B Bulletin of Mathematical Biology volume 86 issue 2 (22 Jan 2024)
Generalised Jeffery's equations for rapidly spinning particles. Part 1. Spheroids
Dalwadi, M Moreau, C Gaffney, E Ishimoto, K Walker, B Journal of Fluid Mechanics volume 979 (09 Jan 2024)
Research interests

My research objectives are typically to extract the macroscale consequences of mechanisms operating at much smaller scales, usually the microbiological level, for instance how cells interact and signal, together with the associated biophysics of reaction, diffusion, deformation and flow.  This requires detailed mathematical modelling, combined with mathematical analyses, asymptotics, computation and model interpretation within numerous application areas of the life and biomedical sciences. The application areas include cell motility, especially flagellated cell swimming, bacterial dynamics, ecological invasions and mechanisms of biological self-organisation together with the modelling of select processes in physiological transport and solid tumour development. 

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London Mathematical Society Good Practice Scheme Athena SWAN Silver Award (ECU Gender Charter) Stonewall Silver Employer 2022

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