Dr Nikos Savva

Dr Nikos Savva

Lecturer in Applied Mathematics

School of Mathematics

Email:
savvan@cardiff.ac.uk
Telephone:
+44 (0)29 2087 5116
Location:
M/2.47, 2nd Floor, Mathematics Institute, Senghennydd Road, Cardiff, CF24 4AG

My research interests include complex flows, applied mathematical modelling, numerical methods and the statistical mechanics of inhomogeneous fluids.

Education

  • PhD – Applied Mathematics, Massachusetts Institute of Technology, USA, 09/2007.
  • BSc – Applied Mathematics, Engineering and Physics (AMEP), University of Wisconsin-Madison, USA, 12/2001.

Previous positions

  • 11/2007 – 02/2012    Research Fellow, Department of Chemical Engineering, Imperial College London, UK

Honours and awards

  • MIT Presidential Fellowship (2002)
  • Four-year Fulbright Scholar (1997-2001)

2017

2016

2015

2014

2013

2012

2011

2010

2009

2006

Autumn semester

  • MA0232 Modelling with Differential Equations 
  • MA3303 Theoretical & Computational PDEs

Current PhD students

Students co-advised informally at Imperial College London:

Mr. Rajagopal Vellingiri -  Thin film flows and droplet dynamics (co-advised with Prof. Serafim  Kalliadasis)

Mr. Petr Yatsyshin -  Numerical methods for the equations of the classical density-functional theory  (co-advised with Prof. Serafim Kalliadasis)

Research interests

  • Complex flows: wetting phenomena; investigation of free-surface flows supported on substrates influenced by substrate morphology (chemical and topographical), vibrations or other effects, such as the presence of a turbulent gas; dynamics of curved, unsupported liquid films; liquid jets.
  • Applied mathematical modelling: singular perturbation methods and matched asymptotics; dynamical systems and bifurcation analysis; stochastic processes; physical resolution of singularities in mathematical models.
  • Numerical methods: accurate and efficient numerical schemes for nonlinear PDEs via spectrally accurate methods; improved numerical schemes for dynamic density functional theory; numerical continuation.
  • Statistical mechanics of inhomogeneous fluids: analytical approaches to density functional theory; extensions to far-from-equilibrium dynamics; formalism.

Research group

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