  We show that a Morse type potential simulates an analytic solution for the
highly non-linear global monopole field equation in three and higher
dimensional flat spacetimes. Owing to the fact that in the flat space limit the
similar equation remains intact we wish to borrow the curved space terminology
of global monopole also in flat spacetime. This may provide a compelling
example that can be used effectively in different non-linear theories such as
flat space $\phi ^{4},$ as well as in curved spacetimes.
