TL;DR
This paper numerically constructs a monopole wall solution in SU(2) gauge theory, representing a domain wall between vacuum and energy-rich regions, smoothing a planar sheet of monopoles.
Contribution
It introduces a numerical solution for a monopole wall, providing a smooth domain wall model between different energy regions in SU(2) gauge theory.
Findings
Constructed a numerical monopole wall solution.
Demonstrated the wall separates vacuum and energy density regions.
Provided a smoothed version of a Dirac monopole sheet.
Abstract
We construct, numerically, a solution of the SU(2) Bogomolny equations corresponding to a sheet of BPS monopoles. It represents a domain wall between a vacuum region and a region of constant energy density, and it is the smoothed-out version of the planar sheet of Dirac monopoles obtained by linear superposition.
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