Numerical Simulations of a Spherically Symmetric Yang-Mills system on a de Sitter Manifold

H. Lux; K. Johannsen

paper

Numerical Simulations of a Spherically Symmetric Yang-Mills system on a de Sitter Manifold

arXiv:0802.1717

Abstract

In this paper we discuss the dynamics of the cosmological Bartnick-McKinnon analogue with $n = 1$ and $Λ = Λ_{r e g} (n)$ . We derive boundary conditions from energy considerations. Numerical simulations are carried out to show the existence of a non-stationary solution.

11 pages, 3 figures