Simulations of viscous shape relaxation in shuffled foam clusters
  We simulate the shape relaxation of foam clusters and compare them with the time exponential expected for Newtonian fluid. Using two-dimensional Potts Model simulations, we artificially create holes in a foam cluster and shuffle it by applying shear strain cycles. We reproduce the experimentally observed time exponential relaxation of cavity shapes in the foam as a function of the number of strain steps. The cavity rounding up results from local rearrangement of bubbles, due to the conjunction of both a large applied strain and local bubble wall fluctuations. 
Gilberto L. Thomas, Jose C.M. Mombach, Marco Idiart, Catherine   Quilliet (LSP), Francois Graner (LSP)