  A brane picture in Type IIA superstring for the Yang Monopole is
reconsidered. It makes use of D2 and D4-branes wrapped on cycles in the K3
surface. When the model was first presented some problems concerning the
charges of the monopoles arised. In this paper, they are shown to be cured by
the model itself. Surprisingly, the incompatibility between the multi-charge
configuration and the spherical symmetry of the Yang Monopole is seen in the
brane description as the emergence of the enhancon shell and the fuzzy
geometry. This consistency is deep and surprising, and is the point that
triggered this work. It nontrivially relates a purely geometrical problem in
ordinary spacetime with the emergence of noncommutative geometries. Besides,
this paper includes an extended model for SO(4)-monopoles, a T-dual model in
Type IIB superstring and an analysis on the possible duality between our model
and another setup in M-Theory/Heterotics for the Yang monopole found before.
