p r o f e s s o r r a h u l p a n d i t ' s h o m e p a g e

r e s e a r c h
      c v
      p a p e r s
      m o v i e s

g r o u p

o t h e r s

c o n t a c t

h o m e

s i m u l a t i o n s

Movies from the simulations for the paper "Spiral-wave dynamics depend sensitively on inhomogeneities in mathematical models of ventricular tissue"

movie 1 : Spiral-wave break up in a homogeneous simulation domain
movie 2 : Spiral-wave break up in presence of a square obstacle.
movie 3 : Spiral-wave anchoring to the square obstacle.
movie 4 : Spiral-wave moves away because of the square obstacle.
movie 5 : Spiral-wave break up in presence of two square obstacles.
movie 6 : Spiral-wave anchoring to the square obstacle when there are two such obstacles in the medium.
movie 7 : Spiral-wave moves away because of two square obstacles.
movie 8 : Spiral-wave break up inpresence of a obstacle in the shape a square prism.
movie 9 : Spiral-wave anchoring to the obstacle in the shape a square prism.
movie 10 : Spiral-wave moves away because of an obstacle in the shape a square prism.
movie 11 : Spiral-wave moves anchohores to an inhomogeneity in the excitability of the domain.
Figure 1: Spiral-wave in presence of irregular obsatcles.

Movie from the simulations for the paper "Two-dimensional, homogeneous, isotropic fluid turbulence with polymer additives"

Movies from the simulations for the paper "Melting of a nonequilibrium vortex crystal in a fluid film with polymers : elastic versus fluid turbulence" :

Movies from the simulations for the paper "Elliptical Tracers in Two-dimensional, Homogeneous, Isotropic Fluid Turbulence: the Statistics of Alignment, Rotation, and Nematic Order" :

Movies from the simulations for the paper "Statistical Properties of the Intrinsic Geometry of Heavy-particle Trajectories in Two-dimensional, Homogeneous, Isotropic Turbulence" :

Video-IP

Movies from the simulations for the paper "Turbulence in the two-dimensional Fourier-truncated Gross-Pitaevskii equation" ( "Main text", "Supplementary Material"):

Movies from the simulations for the Thesis "Spiral-wave Dynamics in Ionically Realistic Mathematical Models for Human Ventricular Tissue" :