  We extend an above barrier analysis made with the Schrodinger equation to the
Dirac equation. We demonstrate the perfect agreement between the barrier
results and back to back steps. This implies the existence of multiple (indeed
infinite) reflected and transmitted wave packets. These packets may be well
separated in space or partially overlap. In the latter case interference
effects can occur. For the extreme case of total overlap we encounter
resonances. The conditions under which resonance phenomena can be observed is
discussed and illustrated by numerical calculations.
