We show that ⁿ sigma model solitons solve the field equations of a Dirac-Born-Infeld (DBI) action and, furthermore, we prove that the non-BPS soliton/anti-soliton solutions of the sigma model also solve the DBI equations. Using the moduli space approximation we compare the dynamics of the BPS sigma model solitons with that of the associated DBI solitons. We find that for the ¹ case the metric on the moduli space of sigma model solitons is identical to that of the moduli space of DBI solitons, but for ⁿ with n > 1 we show that the two metrics are not equal. We also consider the possibility of similar non-BPS solitons in other DBI theories.