  We construct a spherical domain wall which has baryon charge distributed on a
sphere of finite radius in a Skyrme model with a sixth order derivative term
and a modified mass term. Its distribution of energy density likewise takes the
form of a sphere. In order to localize the domain wall at a finite radius we
need a negative coefficient in front of the Skyrme term and a positive
coefficient of the sixth order derivative term to stabilize the soliton.
Increasing the pion mass pronounces the shell-like structure of the
configuration.
