Professor of Applied Mathematics Tutorial Fellow of St Anne's college
Personal website:
+44 1865 280141
Address
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
Woodstock Road
Oxford
OX2 6GG
Highlighted Publications:
The energetics of flow through a rapidly oscillating tube with slowly varying amplitude.
Philos Trans A Math Phys Eng Sci
issue 1947
volume 369
page 2989-3006
(28 July 2011)
Full text available
Predicting the onset of high-frequency self-excited oscillations in elastic-walled tubes
Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
issue 2124
volume 466
page 3635-3657
(8 December 2010)
A multiphase model for tissue construct growth in a perfusion bioreactor.
Math Med Biol
issue 2
volume 27
page 95-127
(June 2010)
Full text available
The energetics of flow through a rapidly oscillating tube. Part 1. General theory
Journal of Fluid Mechanics
volume 648
page 83-121
(10 April 2010)
The energetics of flow through a rapidly oscillating tube. Part 2. Application to an elliptical tube
Journal of Fluid Mechanics
volume 648
page 123-153
(10 April 2010)
Recent Publications:
Bifurcations and Dynamics Emergent From Lattice and Continuum Models of Bioactive Porous Media
INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS
issue 11
volume 28
(October 2018)
Full text available
Pattern formation in multiphase models of chemotactic cell aggregation.
Mathematical medicine and biology : a journal of the IMA
issue 3
volume 35
page 319-346
(September 2018)
Lattice and continuum modelling of a bioactive porous tissue scaffold.
Mathematical medicine and biology : a journal of the IMA
(10 August 2018)
A mathematical model of cytotoxic and helper T cell interactions in a tumour microenvironment
Letters in Biomathematics
issue sup1
volume 5
page S36-S68
(30 June 2018)
Inducing chondrogenesis in MSC/chondrocyte co-cultures using exogenous TGF-β: a mathematical model.
Journal of theoretical biology
volume 439
page 1-13
(February 2018)
Research interests:
Physiological fluid mechanics; Tissue engineering; Biomechanics; Mathematical modelling in medicine and biology