Wave packets comprising a coherent superposition of n similar or equal
to 390 Stark states have been created in potassium by rapid applicati
on of a de field. Their properties are examined using a half-cycle pro
be pulse that is applied following a variable time delay and that ioni
zes a fraction of the excited atoms. The survival probability exhibits
pronounced oscillations (quantum beats) that are associated with the
time evolution of the wave packet. Interestingly, even in the present
regime of complete overlap of different Stark manifolds, a single domi
nant beat frequency is observed, and this is explained quantum mechani
cally in terms of energy-level statistics. Similar behavior is predict
ed by classical trajectory Monte Carlo simulations that reproduce well
the experimental observations demonstrating classical-quantum corresp
ondence in high-n systems.