Polar bear and vortex!

Polar bear and vortex.

On the left is a curved vortex line; the red arrow shows the circulation around the vortex. On the right is a polar bear!

Theses and MMath projects

PhD theses

  • Non-equilibrium and finite temperature trapped Bose gases: Interactions and decay of macroscopic excitations
    Joy Allen, 2012
  • Bose gases in and out of equilibrium within the stochastic Gross–Pitaevskii equation
    Stuart Cockburn, 2010
  • A numerical study of quantum turbulence
    Sultan Al-Amri, 2009
  • Flux rope dynamo
    Andrew Baggaley, 2009
  • Vortex motion in trapped Bose–Einstein condensates
    Enikő Madarassy, 2008
  • Magnetic structures produced by the fluctuation dynamo
    Louise Wilkin, 2006
  • Bifurcations in forced Taylor–Couette flow
    Anthony Youd, 2005
  • The topology and geometry of superfluid turbulence
    Daniel Poole, 2004
  • The hydromagnetic stability of Taylor–Couette flow
    Ashley Willis, 2002

MMath projects

  • Vortex chaos in a Bose–Einstein condensate
    Robert English, 2011
  • Vortex interactions in Bose–Einstein condensates
    Christopher Farrar, 2011
  • Vortex ring produced by an oscillating object
    Nicholas Stott, 2011
  • What is the speed of a perturbed vortex ring?
    John Helm, 2010
  • Dynamical studies of coupled superfluids
    Robert Pattinson, 2010
  • Vortex reconnections
    Richard Tebbs, 2010
  • Controlled dark soliton generation in a trapped Bose–Einstein condensate
    Daniel Jackson, 2009
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