Darby Fellow in Applied Mathematics, Lincoln College
+44 1865 279790
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
- Fluid dynamics, perturbation methods, matched asymptotics.
- Complex analysis, particularly singular integral equations and Riemann-Hilbert problems.
- Splash dynamics and water entry.
- Aircraft icing.
First-year Mathematics tutor: Geometry, Fourier Series & PDEs, Multivariable Calculus
Second-year Mathematics tutor: Integral Transforms, Differential Equations I & II, Calculus of Variations
First-year Physics tutor: CP3 & CP4 papers
Prizes, Awards, and Scholarships:
3rd place, IMA Lighthill-Thwaites Prize 2013
Jesus College Graduate Scholarship 2012-2013
Major / Recent Publications:
Moore, M. R., Oliver, J. M. & Whiteley, J. P. On the deflection of a liquid jet by an air-cushioning layer. (in preparation)
Moore, M.R., Mughal, M. S. & Papageorgiou, D. T. (2017) Ice formation within a thin film flowing over a flat plate. J. Fluid Mech. 817:455-489
Moore, M.R. & Oliver, J. M. (2014) On air cushioning in axisymmetric impacts. IMA J. App. Math. 79(4):661-680
Moore, M.R., Ockendon, H., Ockendon, J.R. & Oliver, J.M. (2014) Capillary and viscous perturbations to Helmholtz flows. J. Fluid Mech. 742:R1
Moore M.R., Ockendon, J.R. & Oliver, J.M. (2013) Air-cushioning in impact problems. IMA J. App. Math. 78:818-838
Moore M.R., Howison, S.D., Ockendon, J.R. & Oliver, J.M. (2013) A note on oblique water entry. J. Engg. Math. 81:67-74
Moore M.R., Howison, S.D., Ockendon, J.R. & Oliver, J.M. (2012) Three-dimensional oblique water-entry problems at small deadrise angles. J. Fluid Mech. 711:259-280
New Mathematical Models for Splash Dynamics, D.Phil. Thesis (2014)
Nonlinear Generalisations of Darcy's Law, MSc Thesis (2010)